From e6794fb449f567850f279f573529023f4cbd6c6c Mon Sep 17 00:00:00 2001 From: f-dy Date: Fri, 29 May 2026 13:59:13 +0200 Subject: [PATCH] feat: add new model estimators (plane, PnP, radial homography, affine, essential variants) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Add Python bindings for models available in graph-cut-ransac: - findPlane3D (3D plane fitting) - findPnP (camera pose via P3P) - findRadialHomography (homography + radial distortion) - findHomographyAffine (homography from affine correspondences) - findFundamentalMatrixAffine (fundamental from affine/SIFT) - findEssentialMatrixPlanar (essential for planar motion) - findEssentialMatrixGravity (essential with gravity prior) Fix degrees of freedom for all MAGSAC estimators: - Fundamental/Essential: DoF=4 (Sampson distance, unchanged) - Homography/PnP/Radial/Affine: DoF=2 (2D transfer error) - Rigid transformation: DoF=3 (3D Euclidean distance) - Line2D/Plane3D: DoF=1 (scalar signed distance) The DoF fix uses: - Precomputed E₁(x) table for DoF=1 (gamma_values_dof1.cpp) - Closed-form erfc(√x) for DoF=2 - Closed-form exp(-x) for DoF=3 - Existing stored_gamma_values table for DoF=4 CMake detects if gamma_values_dof1.cpp is available from the graph-cut-ransac submodule; falls back to local copy if not. --- .gitmodules | 2 +- CMakeLists.txt | 13 + graph-cut-ransac | 2 +- src/pymagsac/include/estimators.h | 235 +- src/pymagsac/include/gamma_values_dof1.cpp | 13632 +++++++++++++++++++ src/pymagsac/include/magsac.h | 157 +- src/pymagsac/include/magsac_python.hpp | 114 + src/pymagsac/src/bindings.cpp | 503 + src/pymagsac/src/magsac_python.cpp | 720 +- tests/test_affine_models.py | 146 + tests/test_essential_variants.py | 122 + tests/test_plane3d.py | 149 + tests/test_pnp.py | 113 + tests/test_radial_homography.py | 69 + 14 files changed, 15910 insertions(+), 67 deletions(-) create mode 100644 src/pymagsac/include/gamma_values_dof1.cpp create mode 100644 tests/test_affine_models.py create mode 100644 tests/test_essential_variants.py create mode 100644 tests/test_plane3d.py create mode 100644 tests/test_pnp.py create mode 100644 tests/test_radial_homography.py diff --git a/.gitmodules b/.gitmodules index 5231e84..2885209 100644 --- a/.gitmodules +++ b/.gitmodules @@ -3,4 +3,4 @@ url = https://github.com/pybind/pybind11.git [submodule "graph-cut-ransac"] path = graph-cut-ransac - url = https://github.com/danini/graph-cut-ransac + url = https://github.com/f-dy/graph-cut-ransac diff --git a/CMakeLists.txt b/CMakeLists.txt index 1fd6f1c..87d586a 100644 --- a/CMakeLists.txt +++ b/CMakeLists.txt @@ -75,6 +75,16 @@ include_directories ( ${PROJECT_SOURCE_DIR}/graph-cut-ransac/src/pygcransac/include ) +# Check if the graph-cut-ransac submodule provides gamma_values_dof1.cpp (DoF=1 table). +# If not, use the local copy in src/pymagsac/include/. +set(GCRANSAC_DOF1_TABLE "${PROJECT_SOURCE_DIR}/graph-cut-ransac/src/pygcransac/include/gamma_values_dof1.cpp") +if(EXISTS "${GCRANSAC_DOF1_TABLE}") + message(STATUS "Using gamma_values_dof1.cpp from graph-cut-ransac submodule") +else() + message(STATUS "gamma_values_dof1.cpp not found in graph-cut-ransac; using local copy") + include_directories(BEFORE ${PROJECT_SOURCE_DIR}/src/pymagsac/include) +endif() + # ============================================================================== # Structure: Graph-Cut RANSAC Library # ============================================================================== @@ -84,9 +94,11 @@ file(GLOB_RECURSE HDRS_GraphCutRANSAC ) # Set source files to be added to the library +# Note: gamma_values*.cpp are data tables #included by headers, not compiled directly file(GLOB_RECURSE SRCS_GraphCutRANSAC "graph-cut-ransac/src/pygcransac/include/*.cpp" ) +list(FILTER SRCS_GraphCutRANSAC EXCLUDE REGEX "gamma_values") add_library(GraphCutRANSAC STATIC ${HDRS_GraphCutRANSAC} @@ -114,6 +126,7 @@ file(GLOB_RECURSE HDRS_MAGSAC file(GLOB_RECURSE SRCS_MAGSAC "${SOURCE_DIR}/include/*.cpp" ) +list(FILTER SRCS_MAGSAC EXCLUDE REGEX "gamma_values") # ============================================================================== # Structure: Python binding diff --git a/graph-cut-ransac b/graph-cut-ransac index 9fa075d..799a645 160000 --- a/graph-cut-ransac +++ b/graph-cut-ransac @@ -1 +1 @@ -Subproject commit 9fa075dc76d0e632ab3d73297c76ac3d4a29decd +Subproject commit 799a645dbb58e5a122dfc01b493b8a8104572729 diff --git a/src/pymagsac/include/estimators.h b/src/pymagsac/include/estimators.h index dc1d796..7af1aa9 100644 --- a/src/pymagsac/include/estimators.h +++ b/src/pymagsac/include/estimators.h @@ -5,6 +5,23 @@ #include "estimators/fundamental_estimator.h" #include "estimators/homography_estimator.h" #include "estimators/linear_model_estimator.h" +#include "estimators/perspective_n_point_estimator.h" +#include "estimators/radial_homography_estimator.h" +#include "estimators/homography_affine_correspondence_estimator.h" +#include "estimators/solver_p3p.h" +#include "estimators/solver_epnp_lm.h" +#include "estimators/solver_pnp_bundle_adjustment.h" +#include "estimators/solver_acp1p_cayley.h" +#include "estimators/solver_acp1p_query.h" +#include "estimators/solver_siftp1p.h" +#include "estimators/solver_siftp2p.h" +#include "estimators/solver_radial_homography_5pc.h" +#include "estimators/solver_radial_homography_6pc.h" +#include "estimators/solver_homography_two_affine.h" +#include "estimators/solver_fundamental_matrix_four_sift.h" +#include "estimators/solver_fundamental_matrix_three_affine.h" +#include "estimators/solver_essential_matrix_two_points_planar.h" +#include "estimators/solver_essential_matrix_three_points_gravity.h" #include "model.h" namespace magsac @@ -35,34 +52,34 @@ namespace magsac static constexpr double getSigmaQuantile() { - return 3.64; + return 3.0348542587702925; } static constexpr size_t getDegreesOfFreedom() { - return 4; + return 2; } static constexpr double getC() { - return 0.25; + return 0.14104739588693907; } // Calculating the upper incomplete gamma value of (DoF - 1) / 2 with k^2 / 2. static constexpr double getGammaFunction() { - return 1.0; + return 1.7724538509055159; } static constexpr double getUpperIncompleteGammaOfK() { - return 0.0036572608340910764; + return 0.0042654446820694645; } // Calculating the lower incomplete gamma value of (DoF + 1) / 2 with k^2 / 2. static constexpr double getLowerIncompleteGammaOfK() { - return 1.3012265540498875; + return 0.86263454284882968; } static constexpr double getChiSquareParamCp() @@ -101,12 +118,12 @@ namespace magsac static constexpr double getSigmaQuantile() { - return 3.64; + return 3.3682141752187271; } static constexpr size_t getDegreesOfFreedom() { - return 4; + return 3; } static constexpr double getGammaFunction() @@ -122,13 +139,13 @@ namespace magsac // Calculating the upper incomplete gamma value of (DoF - 1) / 2 with k^2 / 2. static constexpr double getUpperIncompleteGammaOfK() { - return 0.0036572608340910764; + return 0.0034394855607548570; } // Calculating the lower incomplete gamma value of (DoF + 1) / 2 with k^2 / 2. static constexpr double getLowerIncompleteGammaOfK() { - return 1.3012265540498875; + return 0.97705026178573529; } static constexpr double getChiSquareParamCp() @@ -613,12 +630,12 @@ namespace magsac static constexpr double getSigmaQuantile() { - return 3.64; + return 2.5758293035489008; } static constexpr size_t getDegreesOfFreedom() { - return 4; + return 1; } static constexpr double getC() @@ -628,7 +645,7 @@ namespace magsac static constexpr double getGammaFunction() { - return 1.0; + return 1.0; // Not used for DoF=1 (Γ(0) diverges); kept for interface compatibility } static constexpr bool doesNormalizationForNonMinimalFitting() @@ -639,13 +656,73 @@ namespace magsac // Calculating the upper incomplete gamma value of (DoF - 1) / 2 with k^2 / 2. static constexpr double getUpperIncompleteGammaOfK() { - return 0.0036572608340910764; + return 0.0087462271161219563; } // Calculating the lower incomplete gamma value of (DoF + 1) / 2 with k^2 / 2. static constexpr double getLowerIncompleteGammaOfK() { - return 1.3012265540498875; + return 0.96375479928483043; + } + + static constexpr double getChiSquareParamCp() + { + return 1.0 / (4.0 * getGammaFunction()); + } + }; + + // This is the estimator class for estimating a 3D plane from a point cloud. + template // The solver used for estimating the model from a non-minimal sample + class Plane3DEstimator : + public gcransac::estimator::LinearModelEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine, 3> + { + public: + using gcransac::estimator::LinearModelEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine, 3>::residual; + + Plane3DEstimator() : + gcransac::estimator::LinearModelEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine, 3>() + {} + + inline double residualForScoring(const cv::Mat& point_, + const gcransac::Model& model_) const + { + return residual(point_, model_.descriptor); + } + + static constexpr double getSigmaQuantile() + { + return 2.5758293035489008; + } + + static constexpr size_t getDegreesOfFreedom() + { + return 1; + } + + static constexpr double getC() + { + return 0.25; + } + + static constexpr double getGammaFunction() + { + return 1.0; // Not used for DoF=1 (Γ(0) diverges); kept for interface compatibility + } + + static constexpr bool doesNormalizationForNonMinimalFitting() + { + return false; + } + + static constexpr double getUpperIncompleteGammaOfK() + { + return 0.0087462271161219563; + } + + static constexpr double getLowerIncompleteGammaOfK() + { + return 0.96375479928483043; } static constexpr double getChiSquareParamCp() @@ -653,6 +730,84 @@ namespace magsac return 1.0 / (4.0 * getGammaFunction()); } }; + + // MAGSAC wrapper for PnP estimation + template + class PerspectiveNPointEstimator : + public gcransac::estimator::PerspectiveNPointEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine> + { + public: + using gcransac::estimator::PerspectiveNPointEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>::residual; + + PerspectiveNPointEstimator() : + gcransac::estimator::PerspectiveNPointEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>() + {} + + inline double residualForScoring(const cv::Mat& point_, + const gcransac::Model& model_) const + { return residual(point_, model_.descriptor); } + + static constexpr double getSigmaQuantile() { return 3.0348542587702925; } + static constexpr size_t getDegreesOfFreedom() { return 2; } + static constexpr double getC() { return 0.14104739588693907; } + static constexpr double getGammaFunction() { return 1.7724538509055159; } + static constexpr bool doesNormalizationForNonMinimalFitting() { return false; } + static constexpr double getUpperIncompleteGammaOfK() { return 0.0042654446820694645; } + static constexpr double getLowerIncompleteGammaOfK() { return 0.86263454284882968; } + static constexpr double getChiSquareParamCp() { return 1.0 / (4.0 * getGammaFunction()); } + }; + + // MAGSAC wrapper for radial homography estimation + template + class RadialHomographyEstimator : + public gcransac::estimator::RadialHomographyEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine> + { + public: + using gcransac::estimator::RadialHomographyEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>::residual; + + RadialHomographyEstimator() : + gcransac::estimator::RadialHomographyEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>() + {} + + inline double residualForScoring(const cv::Mat& point_, + const gcransac::Model& model_) const + { return residual(point_, model_.descriptor); } + + static constexpr double getSigmaQuantile() { return 3.0348542587702925; } + static constexpr size_t getDegreesOfFreedom() { return 2; } + static constexpr double getC() { return 0.14104739588693907; } + static constexpr double getGammaFunction() { return 1.7724538509055159; } + static constexpr bool doesNormalizationForNonMinimalFitting() { return true; } + static constexpr double getUpperIncompleteGammaOfK() { return 0.0042654446820694645; } + static constexpr double getLowerIncompleteGammaOfK() { return 0.86263454284882968; } + static constexpr double getChiSquareParamCp() { return 1.0 / (4.0 * getGammaFunction()); } + }; + + // MAGSAC wrapper for homography from affine correspondences + template + class HomographyAffineEstimator : + public gcransac::estimator::RobustHomographyAffineCorrespondenceEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine> + { + public: + using gcransac::estimator::RobustHomographyAffineCorrespondenceEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>::residual; + + HomographyAffineEstimator() : + gcransac::estimator::RobustHomographyAffineCorrespondenceEstimator<_MinimalSolverEngine, _NonMinimalSolverEngine>() + {} + + inline double residualForScoring(const cv::Mat& point_, + const gcransac::Model& model_) const + { return residual(point_, model_.descriptor); } + + static constexpr double getSigmaQuantile() { return 3.0348542587702925; } + static constexpr size_t getDegreesOfFreedom() { return 2; } + static constexpr double getC() { return 0.14104739588693907; } + static constexpr double getGammaFunction() { return 1.7724538509055159; } + static constexpr bool doesNormalizationForNonMinimalFitting() { return true; } + static constexpr double getUpperIncompleteGammaOfK() { return 0.0042654446820694645; } + static constexpr double getLowerIncompleteGammaOfK() { return 0.86263454284882968; } + static constexpr double getChiSquareParamCp() { return 1.0 / (4.0 * getGammaFunction()); } + }; } namespace utils @@ -681,5 +836,55 @@ namespace magsac typedef estimator::Line2DEstimator, // The solver used for fitting a model to a minimal sample gcransac::estimator::solver::LinearModelSolver<2>> // The solver used for fitting a model to a non-minimal sample Default2DLineEstimator; + + // The default estimator for 3D plane fitting + typedef estimator::Plane3DEstimator, // The solver used for fitting a model to a minimal sample + gcransac::estimator::solver::LinearModelSolver<3>> // The solver used for fitting a model to a non-minimal sample + Default3DPlaneEstimator; + + // The default estimator for PnP (P3P minimal, PnP BA non-minimal) — matches upstream + typedef estimator::PerspectiveNPointEstimator + DefaultPnPEstimator; + + // PnP from 1 affine correspondence (ACP1P) + typedef estimator::PerspectiveNPointEstimator + DefaultACP1PEstimator; + + // PnP from 1 SIFT correspondence (SIFTP1P) + typedef estimator::PerspectiveNPointEstimator + DefaultSIFTP1PEstimator; + + // PnP from 2 SIFT correspondences (SIFTP2P) + typedef estimator::PerspectiveNPointEstimator + DefaultSIFTP2PEstimator; + + // The default estimator for radial homography — matches upstream + typedef estimator::RadialHomographyEstimator + DefaultRadialHomographyEstimator; + + // The default estimator for homography from affine correspondences — matches upstream + typedef estimator::HomographyAffineEstimator + DefaultHomographyAffineEstimator; + + // The default estimator for fundamental matrix from SIFT correspondences — matches upstream + typedef estimator::FundamentalMatrixEstimator + DefaultFundamentalMatrixAffineSIFTEstimator; + + // The default estimator for essential matrix (planar motion, 2 points) — matches upstream + typedef estimator::EssentialMatrixEstimator + DefaultPlanarEssentialMatrixEstimator; + + // The default estimator for essential matrix with gravity (3 points) — matches upstream + typedef estimator::EssentialMatrixEstimator + DefaultGravityEssentialMatrixEstimator; } } diff --git a/src/pymagsac/include/gamma_values_dof1.cpp b/src/pymagsac/include/gamma_values_dof1.cpp new file mode 100644 index 0000000..4f46c7e --- /dev/null +++ b/src/pymagsac/include/gamma_values_dof1.cpp @@ -0,0 +1,13632 @@ +#ifndef GAMMA_VALUES_DOF1_CPP_ +#define GAMMA_VALUES_DOF1_CPP_ + +// Precomputed E₁(x) = Γ(0, x) tables for DoF=1 MAGSAC scoring. +// Generated by generate_gamma_values_dof1.py +// +// For DoF=1, the squared residual (r/σ)² follows χ²(1). +// The MAGSAC weight formula uses the upper incomplete gamma Γ((DoF-1)/2, x) = Γ(0, x) = E₁(x). +// +// Table indexing (same convention as gamma_values.cpp): +// IRLS: x = precision_of_stored_gammas * r² / (2σ²), lookup stored_gamma_values_dof1[x] +// MAGSAC++: x = precision_of_stored_incomplete_gammas * r² / (2σ²), lookup stored_complete_gamma_values_dof1[x] +// +// Note: E₁(0) = ∞. Index 0 is capped at E₁(step) (the first finite value) to +// avoid infinite weights when small residuals round to index 0. The code's +// "if (residual < epsilon) weight = weight_zero" guard handles the true-zero case. +// The first 5000 entries of the coarse table equal every 10th entry of the fine table (for i >= 1). + +constexpr unsigned int stored_gamma_number_dof1 = 18000; +constexpr unsigned int stored_incomplete_gamma_number_dof1 = 50000; + +// E₁(i/1000) for i = 0..18000. Used for IRLS weight computation. +constexpr double stored_gamma_values_dof1[] = { + 6.331539364136149e+00, 6.331539364136149e+00, 5.639391433964937e+00, 5.234925076911652e+00, 4.948241256513604e+00, + 4.726095458584442e+00, 4.544771156839063e+00, 4.391617234055864e+00, 4.259082100802601e+00, 4.142294827176140e+00, + 4.037929576538113e+00, 3.943614165074436e+00, 3.857597060077018e+00, 3.778548128377730e+00, 3.705433436510519e+00, + 3.637433349952313e+00, 3.573887118715456e+00, 3.514254292101183e+00, 3.458087179094081e+00, 3.405010764616325e+00, + 3.354707783309709e+00, 3.306907438838124e+00, 3.261376749846240e+00, 3.217913821191582e+00, 3.176342548289885e+00, + 3.136508403215168e+00, 3.098275047763131e+00, 3.061521586064257e+00, 3.026140317086862e+00, 2.992034881705112e+00, + 2.959118724021281e+00, 2.927313805078514e+00, 2.896549520858332e+00, 2.866761786825708e+00, 2.837892259175201e+00, + 2.809887668991237e+00, 2.782699250228769e+00, 2.756282246084407e+00, 2.730595481209861e+00, 2.705600989502177e+00, + 2.681263689025280e+00, 2.657551097077730e+00, 2.634433079600291e+00, 2.611881630073645e+00, 2.589870673837310e+00, + 2.568375894401076e+00, 2.547374578847989e+00, 2.526845479864741e+00, 2.506768692298572e+00, 2.487125542443130e+00, + 2.467898488509974e+00, 2.449071030956429e+00, 2.430627631521192e+00, 2.412553639972312e+00, 2.394835227702403e+00, + 2.377459327417121e+00, 2.360413578258028e+00, 2.343686275782647e+00, 2.327266326294752e+00, 2.311143205078666e+00, + 2.295306918143782e+00, 2.279747967131161e+00, 2.264457317073630e+00, 2.249426366735427e+00, 2.234646921287608e+00, + 2.220111167101899e+00, 2.205811648468921e+00, 2.191741246067123e+00, 2.177893157026801e+00, 2.164260876449448e+00, + 2.150838180256799e+00, 2.137619109256375e+00, 2.124597954321445e+00, 2.111769242593157e+00, 2.099127724621388e+00, + 2.086668362368705e+00, 2.074386318008843e+00, 2.062276943457367e+00, 2.050335770577834e+00, 2.038558502011825e+00, + 2.026941002585742e+00, 2.015479291251395e+00, 2.004169533521066e+00, 1.993008034361090e+00, 1.981991231511000e+00, + 1.971115689198019e+00, 1.960378092219152e+00, 1.949775240365375e+00, 1.939304043164465e+00, 1.928961514920864e+00, + 1.918744770032663e+00, 1.908651018567334e+00, 1.898677562079239e+00, 1.888821789653233e+00, 1.879081174159850e+00, + 1.869453268708645e+00, 1.859935703287227e+00, 1.850526181574449e+00, 1.841222477917035e+00, 1.832022434459683e+00, + 1.822923958419391e+00, 1.813925019495396e+00, 1.805023647406714e+00, 1.796217929549795e+00, 1.787506008769348e+00, + 1.778886081235832e+00, 1.770356394423538e+00, 1.761915245183602e+00, 1.753560977906655e+00, 1.745291982770141e+00, + 1.737106694065673e+00, 1.729003588602077e+00, 1.720981184180047e+00, 1.713038038134604e+00, 1.705172745941762e+00, + 1.697383939886034e+00, 1.689670287785641e+00, 1.682030491772416e+00, 1.674463287123641e+00, 1.666967441143173e+00, + 1.659541752089383e+00, 1.652185048147584e+00, 1.644896186444749e+00, 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8.267826684746524e-10, 8.259125558023985e-10, + 8.250433611676932e-10, 8.241750835992493e-10, 8.233077221268025e-10, 8.224412757811267e-10, 8.215757435940242e-10, + 8.207111245983156e-10, 8.198474178278574e-10, 8.189846223175314e-10, 8.181227371032340e-10, 8.172617612218939e-10, + 8.164016937114626e-10, 8.155425336109021e-10, 8.146842799602046e-10, 8.138269318003803e-10, 8.129704881734477e-10, + 8.121149481224521e-10, 8.112603106914534e-10, 8.104065749255166e-10, 8.095537398707303e-10, 8.087018045741940e-10, + 8.078507680840104e-10, 8.070006294493036e-10, 8.061513877201951e-10, 8.053030419478233e-10, 8.044555911843336e-10, + 8.036090344828678e-10 +}; + +// E₁(i/10000) for i = 0..50000. Used for MAGSAC++ scoring (same role as stored_complete_gamma_values). +constexpr double stored_complete_gamma_values_dof1[] = { + 8.633224704574705e+00, 8.633224704574705e+00, 7.940177516515150e+00, 7.534812395908040e+00, 7.247230305958315e+00, + 7.024186732147493e+00, 6.841965147858593e+00, 6.687914435538389e+00, 6.554483005423254e+00, 6.436799927278924e+00, + 6.331539364136149e+00, 6.236329131850209e+00, 6.149417697382628e+00, 6.069474927235139e+00, 5.995466887611795e+00, + 5.926573943659887e+00, 5.862135345062356e+00, 5.801610640791291e+00, 5.744552139502376e+00, 5.690584825789130e+00, + 5.639391433964937e+00, 5.590701167365524e+00, 5.544281044307645e+00, 5.499929169321153e+00, 5.457469437494360e+00, + 5.416747320574098e+00, 5.377626480029136e+00, 5.339986019663267e+00, 5.303718238118361e+00, 5.268726775942384e+00, + 5.234925076911652e+00, 5.202235101743597e+00, 5.170586246094276e+00, 5.139914425103435e+00, 5.110161294640653e+00, + 5.081273585465619e+00, 5.053202531208791e+00, 5.025903374742530e+00, 4.999334940394538e+00, 4.973459261738095e+00, + 4.948241256513604e+00, 4.923648441696345e+00, 4.899650682904042e+00, 4.876219973294583e+00, 4.853330237884931e+00, + 4.830957159862562e+00, 4.809078025988450e+00, 4.787671588627457e+00, 4.766717942305234e+00, 4.746198412994079e+00, + 4.726095458584442e+00, 4.706392579212783e+00, 4.687074236297168e+00, 4.668125779285260e+00, 4.649533379249526e+00, + 4.631283968575711e+00, 4.613365186085709e+00, 4.595765327017614e+00, 4.578473297356009e+00, 4.561478572066265e+00, + 4.544771156839063e+00, 4.528341552996985e+00, 4.512180725254626e+00, 4.496280072058225e+00, 4.480631398261075e+00, + 4.465226889917383e+00, 4.450059091000480e+00, 4.435120881871772e+00, 4.420405459344740e+00, 4.405906318204305e+00, + 4.391617234055864e+00, 4.377532247390839e+00, 4.363645648766633e+00, 4.349951965008768e+00, 4.336445946351725e+00, + 4.323122554442921e+00, 4.309976951141165e+00, 4.297004488047338e+00, 4.284200696710549e+00, 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1.163080811966672e-03, 1.162944286671371e-03, 1.162807777764033e-03, 1.162671285242636e-03, + 1.162534809105156e-03, 1.162398349349575e-03, 1.162261905973869e-03, 1.162125478976018e-03, 1.161989068354002e-03, + 1.161852674105800e-03, 1.161716296229392e-03, 1.161579934722757e-03, 1.161443589583877e-03, 1.161307260810732e-03, + 1.161170948401303e-03, 1.161034652353569e-03, 1.160898372665515e-03, 1.160762109335121e-03, 1.160625862360368e-03, + 1.160489631739238e-03, 1.160353417469716e-03, 1.160217219549782e-03, 1.160081037977420e-03, 1.159944872750612e-03, + 1.159808723867344e-03, 1.159672591325598e-03, 1.159536475123358e-03, 1.159400375258607e-03, 1.159264291729332e-03, + 1.159128224533517e-03, 1.158992173669145e-03, 1.158856139134203e-03, 1.158720120926677e-03, 1.158584119044552e-03, + 1.158448133485812e-03, 1.158312164248448e-03, 1.158176211330442e-03, 1.158040274729783e-03, 1.157904354444457e-03, + 1.157768450472452e-03, 1.157632562811756e-03, 1.157496691460356e-03, 1.157360836416239e-03, 1.157224997677396e-03, + 1.157089175241814e-03, 1.156953369107482e-03, 1.156817579272388e-03, 1.156681805734523e-03, 1.156546048491876e-03, + 1.156410307542436e-03, 1.156274582884195e-03, 1.156138874515142e-03, 1.156003182433268e-03, 1.155867506636563e-03, + 1.155731847123020e-03, 1.155596203890630e-03, 1.155460576937383e-03, 1.155324966261271e-03, 1.155189371860288e-03, + 1.155053793732426e-03, 1.154918231875677e-03, 1.154782686288033e-03, 1.154647156967490e-03, 1.154511643912039e-03, + 1.154376147119674e-03, 1.154240666588389e-03, 1.154105202316180e-03, 1.153969754301039e-03, 1.153834322540962e-03, + 1.153698907033944e-03, 1.153563507777980e-03, 1.153428124771066e-03, 1.153292758011196e-03, 1.153157407496368e-03, + 1.153022073224578e-03, 1.152886755193822e-03, 1.152751453402095e-03, 1.152616167847398e-03, 1.152480898527725e-03, + 1.152345645441075e-03, 1.152210408585445e-03, 1.152075187958834e-03, 1.151939983559240e-03, 1.151804795384661e-03, + 1.151669623433095e-03, 1.151534467702544e-03, 1.151399328191005e-03, 1.151264204896478e-03, 1.151129097816962e-03, + 1.150994006950459e-03, 1.150858932294969e-03, 1.150723873848491e-03, 1.150588831609027e-03, 1.150453805574578e-03, + 1.150318795743146e-03, 1.150183802112731e-03, 1.150048824681336e-03, 1.149913863446964e-03, 1.149778918407616e-03, + 1.149643989561293e-03, 1.149509076906002e-03, 1.149374180439744e-03, 1.149239300160522e-03, 1.149104436066339e-03, + 1.148969588155201e-03, 1.148834756425112e-03, 1.148699940874075e-03, 1.148565141500094e-03, 1.148430358301176e-03, + 1.148295591275326e-03 +}; + +#endif // GAMMA_VALUES_DOF1_CPP_ diff --git a/src/pymagsac/include/magsac.h b/src/pymagsac/include/magsac.h index 7fc3b83..1663c99 100644 --- a/src/pymagsac/include/magsac.h +++ b/src/pymagsac/include/magsac.h @@ -4,12 +4,27 @@ #include #include #include +#include #include "model.h" #include "model_score.h" #include "samplers/sampler.h" #include "samplers/uniform_sampler.h" #include #include "gamma_values.cpp" +#if __has_include("gamma_values_dof1.cpp") +#include "gamma_values_dof1.cpp" +#define HAS_GAMMA_VALUES_DOF1 1 +#else +// If building with a graph-cut-ransac submodule that has the DoF=1 table +#if __has_include() +#include +#define HAS_GAMMA_VALUES_DOF1 1 +#endif +#endif + +#ifndef HAS_GAMMA_VALUES_DOF1 +#error "gamma_values_dof1.cpp not found. Required for correct MAGSAC scoring with DoF=1 models (plane, line)." +#endif #ifdef _WIN32 #include @@ -452,6 +467,10 @@ bool MAGSAC::sigmaConsensus( // Sort the residuals in ascending order std::sort(all_residuals.begin(), all_residuals.end(), comparator); + // If no points are within the threshold, the model is invalid + if (all_residuals.empty()) + return false; + // The maximum threshold is set to be slightly bigger than the distance of the // farthest possible inlier. current_maximum_sigma = @@ -493,7 +512,7 @@ bool MAGSAC::sigmaConsensus( // Estimating the model which the current set of inliers imply std::vector sigma_models; estimator_.estimateModelNonminimal(points_, - &(sigma_inliers)[0], + sigma_inliers.data(), sigma_inlier_number, &sigma_models); @@ -607,12 +626,13 @@ bool MAGSAC::sigmaConsensus( return false; // Estimate the model parameters using weighted least-squares fitting - if (!estimator_.estimateModelNonminimal( + if (sigma_inliers.empty() || + !estimator_.estimateModelNonminimal( points_, // All input points - &(sigma_inliers)[0], // Points which have higher than 0 probability of being inlier + sigma_inliers.data(), // Points which have higher than 0 probability of being inlier static_cast(sigma_inliers.size()), // Number of possible inliers &sigma_models, // Estimated models - &(final_weights)[0])) // Weights of points + final_weights.data())) // Weights of points return false; bool is_model_updated = false; @@ -624,7 +644,7 @@ bool MAGSAC::sigmaConsensus( if (!estimator_.isValidModel(sigma_model, points_, sigma_inliers, - &(sigma_inliers)[0], + sigma_inliers.data(), interrupting_threshold, is_model_updated)) // and it is valid continue; @@ -687,7 +707,13 @@ bool MAGSAC::sigmaConsensusPlusPlus( static const double C_times_two_ad_dof = C * two_ad_dof; // Calculating the gamma value of (DoF - 1) / 2 which will be used for the estimation and, // due to being constant, it is better to calculate it a priori. - static const double gamma_value = tgamma(dof_minus_one_per_two); + // For DoF=1: Γ(0)=∞, use E₁(0.001) as finite proxy. + static const double gamma_value = []() { + if constexpr (degrees_of_freedom == 1) + return stored_gamma_values_dof1[1]; + else + return std::tgamma(dof_minus_one_per_two); + }(); // Calculating the upper incomplete gamma value of (DoF - 1) / 2 with k^2 / 2. constexpr double gamma_k = ModelEstimator::getUpperIncompleteGammaOfK(); // Calculating the lower incomplete gamma value of (DoF - 1) / 2 which will be used for the estimation and, @@ -773,10 +799,13 @@ bool MAGSAC::sigmaConsensusPlusPlus( // Occupy the memory to avoid doing it inside the calculation possibly multiple times sigma_weights.reserve(possible_inlier_number); + // The weight's noise scale is sigma_max = threshold / k (per DoF); the inlier + // collection cutoff stays at current_maximum_sigma = maximum_threshold. (B3 fix.) + const double weight_sigma_max = current_maximum_sigma * threshold_to_sigma_multiplier; // Calculate 2 * \sigma_{max}^2 a priori - const double squared_sigma_max_2 = current_maximum_sigma * current_maximum_sigma * 2.0; + const double squared_sigma_max_2 = weight_sigma_max * weight_sigma_max * 2.0; // Divide C * 2^(DoF - 1) by \sigma_{max} a priori - const double one_over_sigma = C_times_two_ad_dof / current_maximum_sigma; + const double one_over_sigma = C_times_two_ad_dof / weight_sigma_max; // Calculate the weight of a point with 0 residual (i.e., fitting perfectly) a priori const double weight_zero = one_over_sigma * gamma_difference; @@ -844,17 +873,43 @@ bool MAGSAC::sigmaConsensusPlusPlus( { // Calculate the squared residual const double squared_residual = residual * residual; - // Get the position of the gamma value in the lookup table - size_t x = round(precision_of_stored_gammas * squared_residual / squared_sigma_max_2); + // Get the position of the gamma value in the fine lookup table (B2 fix) + size_t x = round(precision_of_stored_incomplete_gammas * squared_residual / squared_sigma_max_2); // Put the index of the point into the vector of points used for the least squares fitting sigma_inliers.emplace_back(idx); - // If the sought gamma value is not stored in the lookup, return the closest element - if (stored_gamma_number < x) - x = stored_gamma_number; + // Look up the upper incomplete gamma Γ((DoF-1)/2, x) per DoF (fine table, B2 fix) + double gamma_at_x; + if constexpr (degrees_of_freedom == 1) + { + // If the sought gamma value is not stored in the lookup, return the closest element + if (stored_incomplete_gamma_number_dof1 < x) x = stored_incomplete_gamma_number_dof1; + gamma_at_x = stored_complete_gamma_values_dof1[x]; + } + else if constexpr (degrees_of_freedom == 2) + { + // Γ(0.5, t) = √π · erfc(√t), where t = x * (1/10000) + gamma_at_x = 1.7724538509055159 * std::erfc(std::sqrt(static_cast(x) * 0.0001)); + } + else if constexpr (degrees_of_freedom == 3) + { + // Γ(1, t) = e^(-t) + gamma_at_x = std::exp(-static_cast(x) * 0.0001); + } + else if constexpr (degrees_of_freedom == 4) + { + // If the sought gamma value is not stored in the lookup, return the closest element + if (stored_incomplete_gamma_number < x) x = stored_incomplete_gamma_number; + gamma_at_x = stored_complete_gamma_values[x]; + } + else + { + static_assert(degrees_of_freedom >= 1 && degrees_of_freedom <= 4, + "Unsupported DoF: add a gamma table or closed-form expression for this value"); + } // Calculate the weight of the point - weight = one_over_sigma * (stored_gamma_values[x] - gamma_k); + weight = one_over_sigma * (gamma_at_x - gamma_k); } // Store the weight of the point @@ -870,12 +925,13 @@ bool MAGSAC::sigmaConsensusPlusPlus( return false; // Estimate the model parameters using weighted least-squares fitting - if (!estimator_.estimateModelNonminimal( + if (sigma_inliers.empty() || + !estimator_.estimateModelNonminimal( points_, // All input points - &(sigma_inliers)[0], // Points which have higher than 0 probability of being inlier + sigma_inliers.data(), // Points which have higher than 0 probability of being inlier static_cast(sigma_inliers.size()), // Number of possible inliers &sigma_models, // Estimated models - &(sigma_weights)[0])) // Weights of points + sigma_weights.data())) // Weights of points { // If the estimation failed and the iteration was never successfull, // terminate with failure. @@ -1020,13 +1076,70 @@ void MAGSAC::getModelQualityPlusPlus( const double squared_residual_per_sigma = squared_residual / maximum_sigma_2_times_2; // Get the position of the gamma value in the lookup table size_t x = round(precision_of_stored_incomplete_gammas * squared_residual_per_sigma); - // If the sought gamma value is not stored in the lookup, return the closest element - if (stored_incomplete_gamma_number < x) - x = stored_incomplete_gamma_number; + + // Look up upper incomplete gamma Γ((DoF-1)/2, x) — "complete" table + double complete_gamma_at_x; + if constexpr (degrees_of_freedom == 1) + { + // If the sought gamma value is not stored in the lookup, return the closest element + if (stored_incomplete_gamma_number_dof1 < x) x = stored_incomplete_gamma_number_dof1; + complete_gamma_at_x = stored_complete_gamma_values_dof1[x]; + } + else if constexpr (degrees_of_freedom == 2) + { + // Γ(0.5, t) = √π · erfc(√t), t = x/10000 + complete_gamma_at_x = 1.7724538509055159 * std::erfc(std::sqrt(static_cast(x) * 0.0001)); + } + else if constexpr (degrees_of_freedom == 3) + { + // Γ(1, t) = e^(-t) + complete_gamma_at_x = std::exp(-static_cast(x) * 0.0001); + } + else if constexpr (degrees_of_freedom == 4) + { + // If the sought gamma value is not stored in the lookup, return the closest element + if (stored_incomplete_gamma_number < x) x = stored_incomplete_gamma_number; + complete_gamma_at_x = stored_complete_gamma_values[x]; + } + else + { + static_assert(degrees_of_freedom >= 1 && degrees_of_freedom <= 4, + "Unsupported DoF: add a gamma table or closed-form expression for this value"); + } + + // Look up lower incomplete gamma γ((DoF+1)/2, x) + double lower_gamma_at_x; + if constexpr (degrees_of_freedom == 1) + { + // γ(1, t) = 1 - e^(-t) + lower_gamma_at_x = 1.0 - std::exp(-static_cast(x) * 0.0001); + } + else if constexpr (degrees_of_freedom == 2) + { + // γ(1.5, t) = (√π/2)·erf(√t) - √t·e^(-t) + const double t = static_cast(x) * 0.0001; + const double sqrt_t = std::sqrt(t); + lower_gamma_at_x = 0.8862269254527580 * std::erf(sqrt_t) - sqrt_t * std::exp(-t); + } + else if constexpr (degrees_of_freedom == 3) + { + // γ(2, t) = 1 - (1+t)·e^(-t) + const double t = static_cast(x) * 0.0001; + lower_gamma_at_x = 1.0 - (1.0 + t) * std::exp(-t); + } + else if constexpr (degrees_of_freedom == 4) + { + lower_gamma_at_x = stored_lower_incomplete_gamma_values[x]; + } + else + { + static_assert(degrees_of_freedom >= 1 && degrees_of_freedom <= 4, + "Unsupported DoF: add a gamma table or closed-form expression for this value"); + } // Calculate the loss implied by the current point - loss = maximum_sigma_2_per_2 * stored_lower_incomplete_gamma_values[x] + - squared_residual / 4.0 * (stored_complete_gamma_values[x] - + loss = maximum_sigma_2_per_2 * lower_gamma_at_x + + squared_residual / 4.0 * (complete_gamma_at_x - gamma_value_of_k); loss = loss * two_ad_dof_plus_one_per_maximum_sigma; } diff --git a/src/pymagsac/include/magsac_python.hpp b/src/pymagsac/include/magsac_python.hpp index c0ff7e9..3230b3f 100644 --- a/src/pymagsac/include/magsac_python.hpp +++ b/src/pymagsac/include/magsac_python.hpp @@ -90,4 +90,118 @@ int findRigidTransformation_( //double neighborhood_size, int min_iters, int max_iters, + int partition_num); + +int findPlane3D_(std::vector& points, + std::vector& inliers, + std::vector& plane, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findPnP_(std::vector& correspondences, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findPnPAC_(std::vector& correspondences, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findPnPSIFT_(std::vector& correspondences, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findRadialHomography_(std::vector& correspondences, + std::vector& inliers, + std::vector& H, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findHomographyAffine_(std::vector& correspondences, + std::vector& inliers, + std::vector& H, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findFundamentalMatrixAffine_(std::vector& correspondences, + std::vector& inliers, + std::vector& F, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findEssentialMatrixPlanar_(std::vector& correspondences, + std::vector& inliers, + std::vector& E, + std::vector& src_K, + std::vector& dst_K, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num); + +int findEssentialMatrixGravity_(std::vector& correspondences, + std::vector& inliers, + std::vector& E, + std::vector& src_K, + std::vector& dst_K, + std::vector& gravity_src, + std::vector& gravity_dst, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, int partition_num); \ No newline at end of file diff --git a/src/pymagsac/src/bindings.cpp b/src/pymagsac/src/bindings.cpp index 1bde048..77c5ba2 100644 --- a/src/pymagsac/src/bindings.cpp +++ b/src/pymagsac/src/bindings.cpp @@ -392,6 +392,404 @@ py::tuple findLine2D( return py::make_tuple(line_, inliers_); } +py::tuple findPlane3D( + py::array_t points_, + py::array_t probabilities_, + int sampler, + bool use_magsac_plus_plus, + double sigma_th, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + py::buffer_info buf1 = points_.request(); + size_t NUM_TENTS = buf1.shape[0]; + size_t DIM = buf1.shape[1]; + + if (DIM != 3) + throw std::invalid_argument("points should be an array with dims [n,3], n>=3"); + if (NUM_TENTS < 3) + throw std::invalid_argument("points should be an array with dims [n,3], n>=3"); + + double* ptr1 = (double*)buf1.ptr; + std::vector points; + points.assign(ptr1, ptr1 + buf1.size); + + std::vector plane(4); + std::vector inliers(NUM_TENTS); + + std::vector probabilities; + if (sampler == 3 || sampler == 4) + { + py::buffer_info buf_prob = probabilities_.request(); + double* ptr_prob = (double*)buf_prob.ptr; + probabilities.assign(ptr_prob, ptr_prob + buf_prob.size); + } + + int num_inl = findPlane3D_( + points, + inliers, + plane, + probabilities, + sampler, + use_magsac_plus_plus, + sigma_th, + conf, + min_iters, + max_iters, + partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + py::buffer_info buf3 = inliers_.request(); + bool* ptr3 = (bool*)buf3.ptr; + for (size_t i = 0; i < NUM_TENTS; i++) + ptr3[i] = inliers[i]; + + if (num_inl == 0) { + return py::make_tuple(pybind11::cast(Py_None), inliers_); + } + py::array_t plane_ = py::array_t({4}); + py::buffer_info buf2 = plane_.request(); + double* ptr2 = (double*)buf2.ptr; + for (size_t i = 0; i < 4; i++) + ptr2[i] = plane[i]; + + return py::make_tuple(plane_, inliers_); +} + +py::tuple findPnP( + py::array_t correspondences_, + py::array_t probabilities_, + int sampler, + bool use_magsac_plus_plus, + double sigma_th, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + size_t DIM = buf1.shape[1]; + + if (DIM != 5) + throw std::invalid_argument("correspondences should be [n,5] (u,v,x,y,z), n>=3"); + if (NUM_TENTS < 3) + throw std::invalid_argument("correspondences should be [n,5] (u,v,x,y,z), n>=3"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences; + correspondences.assign(ptr1, ptr1 + buf1.size); + + std::vector pose(12); + std::vector inliers(NUM_TENTS); + + std::vector probabilities; + if (sampler == 3 || sampler == 4) + { + py::buffer_info buf_prob = probabilities_.request(); + double* ptr_prob = (double*)buf_prob.ptr; + probabilities.assign(ptr_prob, ptr_prob + buf_prob.size); + } + + int num_inl = findPnP_( + correspondences, inliers, pose, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, + min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + py::buffer_info buf3 = inliers_.request(); + bool* ptr3 = (bool*)buf3.ptr; + for (size_t i = 0; i < NUM_TENTS; i++) + ptr3[i] = inliers[i]; + + if (num_inl == 0) + return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t pose_ = py::array_t({3, 4}); + py::buffer_info buf2 = pose_.request(); + double* ptr2 = (double*)buf2.ptr; + for (size_t i = 0; i < 12; i++) + ptr2[i] = pose[i]; + + return py::make_tuple(pose_, inliers_); +} + +py::tuple findPnPAC( + py::array_t correspondences_, py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 12) throw std::invalid_argument("correspondences should be [n,12], n>=1"); + if (NUM_TENTS < 1) throw std::invalid_argument("correspondences should be [n,12], n>=1"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + std::vector pose(12); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findPnPAC_(correspondences, inliers, pose, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t pose_ = py::array_t({3, 4}); + double* ptr2 = (double*)pose_.request().ptr; + for (int i = 0; i < 12; i++) ptr2[i] = pose[i]; + return py::make_tuple(pose_, inliers_); +} + +py::tuple findPnPSIFT( + py::array_t correspondences_, py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 12) throw std::invalid_argument("correspondences should be [n,12], n>=1"); + if (NUM_TENTS < 1) throw std::invalid_argument("correspondences should be [n,12], n>=1"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + std::vector pose(12); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findPnPSIFT_(correspondences, inliers, pose, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t pose_ = py::array_t({3, 4}); + double* ptr2 = (double*)pose_.request().ptr; + for (int i = 0; i < 12; i++) ptr2[i] = pose[i]; + return py::make_tuple(pose_, inliers_); +} + +py::tuple findRadialHomography( + py::array_t correspondences_, + py::array_t probabilities_, + int sampler, + bool use_magsac_plus_plus, + double sigma_th, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + size_t DIM = buf1.shape[1]; + + if (DIM != 4) + throw std::invalid_argument("correspondences should be [n,4], n>=5"); + if (NUM_TENTS < 5) + throw std::invalid_argument("correspondences should be [n,4], n>=5"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences; + correspondences.assign(ptr1, ptr1 + buf1.size); + + std::vector H(9); + std::vector inliers(NUM_TENTS); + + std::vector probabilities; + if (sampler == 3 || sampler == 4) + { + py::buffer_info buf_prob = probabilities_.request(); + double* ptr_prob = (double*)buf_prob.ptr; + probabilities.assign(ptr_prob, ptr_prob + buf_prob.size); + } + + int num_inl = findRadialHomography_( + correspondences, inliers, H, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, + min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + py::buffer_info buf3 = inliers_.request(); + bool* ptr3 = (bool*)buf3.ptr; + for (size_t i = 0; i < NUM_TENTS; i++) + ptr3[i] = inliers[i]; + + if (num_inl == 0) + return py::make_tuple(pybind11::cast(Py_None), inliers_); + + // Output the descriptor as-is + size_t h_size = H.size(); + py::array_t H_ = py::array_t({(int)h_size}); + py::buffer_info buf2 = H_.request(); + double* ptr2 = (double*)buf2.ptr; + for (size_t i = 0; i < h_size; i++) + ptr2[i] = H[i]; + + return py::make_tuple(H_, inliers_); +} + +py::tuple findHomographyAffine( + py::array_t correspondences_, + py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 8) + throw std::invalid_argument("correspondences should be [n,8] (x1,y1,x2,y2,a11,a12,a21,a22), n>=2"); + if (NUM_TENTS < 2) + throw std::invalid_argument("correspondences should be [n,8], n>=2"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + std::vector H(9); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findHomographyAffine_(correspondences, inliers, H, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t H_ = py::array_t({3, 3}); + double* ptr2 = (double*)H_.request().ptr; + for (int i = 0; i < 9; i++) ptr2[i] = H[i]; + return py::make_tuple(H_, inliers_); +} + +py::tuple findFundamentalMatrixAffine( + py::array_t correspondences_, + py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 8) + throw std::invalid_argument("correspondences should be [n,8] (x1,y1,x2,y2,a11,a12,a21,a22), n>=4"); + if (NUM_TENTS < 4) + throw std::invalid_argument("correspondences should be [n,8], n>=4"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + std::vector F(9); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findFundamentalMatrixAffine_(correspondences, inliers, F, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t F_ = py::array_t({3, 3}); + double* ptr2 = (double*)F_.request().ptr; + for (int i = 0; i < 9; i++) ptr2[i] = F[i]; + return py::make_tuple(F_, inliers_); +} + +py::tuple findEssentialMatrixPlanar( + py::array_t correspondences_, + py::array_t K1_, py::array_t K2_, + py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 4) throw std::invalid_argument("correspondences should be [n,4], n>=2"); + if (NUM_TENTS < 2) throw std::invalid_argument("correspondences should be [n,4], n>=2"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + + py::buffer_info K1_buf = K1_.request(), K2_buf = K2_.request(); + if (K1_buf.shape[0] != 3 || K1_buf.shape[1] != 3) throw std::invalid_argument("K1 should be [3,3]"); + if (K2_buf.shape[0] != 3 || K2_buf.shape[1] != 3) throw std::invalid_argument("K2 should be [3,3]"); + std::vector K1((double*)K1_buf.ptr, (double*)K1_buf.ptr + 9); + std::vector K2((double*)K2_buf.ptr, (double*)K2_buf.ptr + 9); + + std::vector E(9); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findEssentialMatrixPlanar_(correspondences, inliers, E, K1, K2, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t E_ = py::array_t({3, 3}); + double* ptr2 = (double*)E_.request().ptr; + for (int i = 0; i < 9; i++) ptr2[i] = E[i]; + return py::make_tuple(E_, inliers_); +} + +py::tuple findEssentialMatrixGravity( + py::array_t correspondences_, + py::array_t K1_, py::array_t K2_, + py::array_t gravity_src_, py::array_t gravity_dst_, + py::array_t probabilities_, + int sampler, bool use_magsac_plus_plus, + double sigma_th, double conf, int min_iters, int max_iters, int partition_num) +{ + py::buffer_info buf1 = correspondences_.request(); + size_t NUM_TENTS = buf1.shape[0]; + if (buf1.shape[1] != 4) throw std::invalid_argument("correspondences should be [n,4], n>=3"); + if (NUM_TENTS < 3) throw std::invalid_argument("correspondences should be [n,4], n>=3"); + + double* ptr1 = (double*)buf1.ptr; + std::vector correspondences(ptr1, ptr1 + buf1.size); + + py::buffer_info K1_buf = K1_.request(), K2_buf = K2_.request(); + if (K1_buf.shape[0] != 3 || K1_buf.shape[1] != 3) throw std::invalid_argument("K1 should be [3,3]"); + if (K2_buf.shape[0] != 3 || K2_buf.shape[1] != 3) throw std::invalid_argument("K2 should be [3,3]"); + std::vector K1((double*)K1_buf.ptr, (double*)K1_buf.ptr + 9); + std::vector K2((double*)K2_buf.ptr, (double*)K2_buf.ptr + 9); + + py::buffer_info gs_buf = gravity_src_.request(), gd_buf = gravity_dst_.request(); + if (gs_buf.shape[0] != 3 || gs_buf.shape[1] != 3) throw std::invalid_argument("gravity_src should be [3,3]"); + if (gd_buf.shape[0] != 3 || gd_buf.shape[1] != 3) throw std::invalid_argument("gravity_dst should be [3,3]"); + std::vector gravity_src((double*)gs_buf.ptr, (double*)gs_buf.ptr + 9); + std::vector gravity_dst((double*)gd_buf.ptr, (double*)gd_buf.ptr + 9); + + std::vector E(9); + std::vector inliers(NUM_TENTS); + std::vector probabilities; + + int num_inl = findEssentialMatrixGravity_(correspondences, inliers, E, K1, K2, + gravity_src, gravity_dst, probabilities, + sampler, use_magsac_plus_plus, sigma_th, conf, min_iters, max_iters, partition_num); + + py::array_t inliers_ = py::array_t(NUM_TENTS); + bool* ptr3 = (bool*)inliers_.request().ptr; + for (size_t i = 0; i < NUM_TENTS; i++) ptr3[i] = inliers[i]; + if (num_inl == 0) return py::make_tuple(pybind11::cast(Py_None), inliers_); + + py::array_t E_ = py::array_t({3, 3}); + double* ptr2 = (double*)E_.request().ptr; + for (int i = 0; i < 9; i++) ptr2[i] = E[i]; + return py::make_tuple(E_, inliers_); +} + py::tuple findHomography( py::array_t correspondences_, double w1, @@ -562,6 +960,111 @@ PYBIND11_PLUGIN(pymagsac) { py::arg("max_iters") = 1000, py::arg("partition_num") = 5); + m.def("findPlane3D", &findPlane3D, R"doc(some doc)doc", + py::arg("points"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findPnP", &findPnP, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findPnPAC", &findPnPAC, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findPnPSIFT", &findPnPSIFT, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findRadialHomography", &findRadialHomography, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findHomographyAffine", &findHomographyAffine, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findFundamentalMatrixAffine", &findFundamentalMatrixAffine, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findEssentialMatrixPlanar", &findEssentialMatrixPlanar, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("K1"), + py::arg("K2"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + + m.def("findEssentialMatrixGravity", &findEssentialMatrixGravity, R"doc(some doc)doc", + py::arg("correspondences"), + py::arg("K1"), + py::arg("K2"), + py::arg("gravity_src"), + py::arg("gravity_dst"), + py::arg("probabilities"), + py::arg("sampler") = 0, + py::arg("use_magsac_plus_plus") = true, + py::arg("sigma_th") = 1.0, + py::arg("conf") = 0.99, + py::arg("min_iters") = 50, + py::arg("max_iters") = 1000, + py::arg("partition_num") = 5); + return m.ptr(); } diff --git a/src/pymagsac/src/magsac_python.cpp b/src/pymagsac/src/magsac_python.cpp index 5882b72..10310cc 100644 --- a/src/pymagsac/src/magsac_python.cpp +++ b/src/pymagsac/src/magsac_python.cpp @@ -37,13 +37,10 @@ int findRigidTransformation_( magsac::utils::DefaultRigidTransformationEstimator estimator; // The robust rigid transformation estimator class containing the gcransac::RigidTransformation model; // The estimated model - MAGSAC* magsac; - if (use_magsac_plus_plus) - magsac = new MAGSAC( - MAGSAC::MAGSAC_PLUS_PLUS); - else - magsac = new MAGSAC( - MAGSAC::MAGSAC_ORIGINAL); + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; magsac->setMaximumThreshold(sigma_max); // The maximum noise scale sigma allowed magsac->setCoreNumber(1); // The number of cores used to speed up sigma-consensus magsac->setPartitionNumber(partition_num); // The number partitions used for speeding up sigma consensus. As the value grows, the algorithm become slower and, usually, more accurate. @@ -172,13 +169,10 @@ int findFundamentalMatrix_( magsac::utils::DefaultFundamentalMatrixEstimator estimator(0.1); // The robust homography estimator class containing the gcransac::FundamentalMatrix model; // The estimated model - MAGSAC* magsac; - if (use_magsac_plus_plus) - magsac = new MAGSAC( - MAGSAC::MAGSAC_PLUS_PLUS); - else - magsac = new MAGSAC( - MAGSAC::MAGSAC_ORIGINAL); + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; magsac->setMaximumThreshold(sigma_max); // The maximum noise scale sigma allowed magsac->setCoreNumber(1); // The number of cores used to speed up sigma-consensus magsac->setPartitionNumber(partition_num); // The number partitions used for speeding up sigma consensus. As the value grows, the algorithm become slower and, usually, more accurate. @@ -490,13 +484,10 @@ int findLine2D_(std::vector& pointsArr, magsac::utils::Default2DLineEstimator estimator; // The robust homography estimator class containing the function for the fitting and residual calculation gcransac::Homography model; // The estimated model - MAGSAC* magsac; - if (use_magsac_plus_plus) - magsac = new MAGSAC( - MAGSAC::MAGSAC_PLUS_PLUS); - else - magsac = new MAGSAC( - MAGSAC::MAGSAC_ORIGINAL); + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; magsac->setMaximumThreshold(sigma_max); // The maximum noise scale sigma allowed magsac->setCoreNumber(1); // The number of cores used to speed up sigma-consensus @@ -590,6 +581,682 @@ int findLine2D_(std::vector& pointsArr, return num_inliers; } +int findPlane3D_(std::vector& pointsArr, + std::vector& inliers, + std::vector& plane, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + magsac::utils::Default3DPlaneEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count. The default (1.0) is + // a pixel-unit assumption from the 2D estimators; for metric data it makes the + // iteration count unit-dependent. Derive it from sigma_max (k*sigma_max = the + // statistical inlier threshold) so it scales with the data. + magsac->setReferenceThreshold(estimator.getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + int num_tents = pointsArr.size() / 3; + cv::Mat points(num_tents, 3, CV_64F, &pointsArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else if (sampler_id == 3) + main_sampler = std::unique_ptr(new gcransac::sampler::ImportanceSampler(&points, + inlier_probabilities, + estimator.sampleSize())); + else if (sampler_id == 4) + { + double variance = 0.1; + double max_prob = 0; + for (const auto &prob : inlier_probabilities) + max_prob = MAX(max_prob, prob); + for (auto &prob : inlier_probabilities) + prob /= max_prob; + main_sampler = std::unique_ptr(new gcransac::sampler::AdaptiveReorderingSampler(&points, + inlier_probabilities, + estimator.sampleSize(), + variance)); + } + else + { + fprintf(stderr, "Unknown sampler identifier: %d. The accepted samplers are 0 (uniform), 1 (PROSAC), 3 (NG-RANSAC), 4 (AR-Sampler)\n", + sampler_id); + return 0; + } + + bool success = magsac->run(points, + conf, + estimator, + *main_sampler.get(), + model, + max_iters, + score); + + inliers.resize(num_tents); + if (!success) + { + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + inliers[pt_idx] = false; + plane.resize(4, 0); + return 0; + } + + int num_inliers = 0; + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + plane.resize(4); + for (int i = 0; i < 4; i++) + plane[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + + return num_inliers; +} + +int findPnP_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + magsac::utils::DefaultPnPEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultPnPEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + // Data format: [u, v, x, y, z] per row (2D image point + 3D world point) + int num_tents = correspondencesArr.size() / 5; + cv::Mat points(num_tents, 5, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else if (sampler_id == 3) + main_sampler = std::unique_ptr(new gcransac::sampler::ImportanceSampler(&points, + inlier_probabilities, estimator.sampleSize())); + else if (sampler_id == 4) + { + double variance = 0.1; + double max_prob = 0; + for (const auto &prob : inlier_probabilities) + max_prob = MAX(max_prob, prob); + for (auto &prob : inlier_probabilities) + prob /= max_prob; + main_sampler = std::unique_ptr(new gcransac::sampler::AdaptiveReorderingSampler(&points, + inlier_probabilities, estimator.sampleSize(), variance)); + } + else + { + fprintf(stderr, "Unknown sampler identifier: %d.\n", sampler_id); + return 0; + } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) + { + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + inliers[pt_idx] = false; + pose.resize(12, 0); + return 0; + } + + int num_inliers = 0; + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + // Model is 3x4 [R|t] + pose.resize(12); + for (int i = 0; i < 12; i++) + pose[i] = (double)model.descriptor(i / 4, i % 4); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + + return num_inliers; +} + +int findPnPAC_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, bool use_magsac_plus_plus, + double sigma_max, double conf, int min_iters, int max_iters, int partition_num) +{ + magsac::utils::DefaultACP1PEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultACP1PEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + int num_tents = correspondencesArr.size() / 12; + cv::Mat points(num_tents, 12, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; pose.resize(12, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + pose.resize(12); + for (int i = 0; i < 12; i++) pose[i] = (double)model.descriptor(i / 4, i % 4); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + +int findPnPSIFT_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& pose, + std::vector& inlier_probabilities, + int sampler_id, bool use_magsac_plus_plus, + double sigma_max, double conf, int min_iters, int max_iters, int partition_num) +{ + magsac::utils::DefaultSIFTP1PEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultSIFTP1PEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + int num_tents = correspondencesArr.size() / 12; + cv::Mat points(num_tents, 12, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; pose.resize(12, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + pose.resize(12); + for (int i = 0; i < 12; i++) pose[i] = (double)model.descriptor(i / 4, i % 4); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + +int findRadialHomography_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& H, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + magsac::utils::DefaultRadialHomographyEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultRadialHomographyEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + // Data format: [x1, y1, x2, y2] per row + int num_tents = correspondencesArr.size() / 4; + cv::Mat points(num_tents, 4, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else if (sampler_id == 3) + main_sampler = std::unique_ptr(new gcransac::sampler::ImportanceSampler(&points, + inlier_probabilities, estimator.sampleSize())); + else if (sampler_id == 4) + { + double variance = 0.1; + double max_prob = 0; + for (const auto &prob : inlier_probabilities) + max_prob = MAX(max_prob, prob); + for (auto &prob : inlier_probabilities) + prob /= max_prob; + main_sampler = std::unique_ptr(new gcransac::sampler::AdaptiveReorderingSampler(&points, + inlier_probabilities, estimator.sampleSize(), variance)); + } + else + { + fprintf(stderr, "Unknown sampler identifier: %d.\n", sampler_id); + return 0; + } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) + { + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + inliers[pt_idx] = false; + H.resize(9, 0); + return 0; + } + + int num_inliers = 0; + for (auto pt_idx = 0; pt_idx < points.rows; ++pt_idx) + { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + // Radial homography model descriptor size varies; output full descriptor + int desc_size = model.descriptor.rows() * model.descriptor.cols(); + H.resize(desc_size); + for (int i = 0; i < desc_size; i++) + H[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + + return num_inliers; +} + +int findHomographyAffine_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& H, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + magsac::utils::DefaultHomographyAffineEstimator estimator; + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultHomographyAffineEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + // Data: [x1, y1, x2, y2, a11, a12, a21, a22] per row + int num_tents = correspondencesArr.size() / 8; + cv::Mat points(num_tents, 8, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; H.resize(9, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + H.resize(9); + for (int i = 0; i < 9; i++) H[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + +int findFundamentalMatrixAffine_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& F, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + magsac::utils::DefaultFundamentalMatrixAffineSIFTEstimator estimator(sigma_max); + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultFundamentalMatrixAffineSIFTEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + // Data: [x1, y1, x2, y2, a11, a12, a21, a22] per row + int num_tents = correspondencesArr.size() / 8; + cv::Mat points(num_tents, 8, CV_64F, &correspondencesArr[0]); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; F.resize(9, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + F.resize(9); + for (int i = 0; i < 9; i++) F[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + +int findEssentialMatrixPlanar_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& E, + std::vector& src_K, + std::vector& dst_K, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + Eigen::Map> intrinsics_src(&src_K[0]); + Eigen::Map> intrinsics_dst(&dst_K[0]); + + magsac::utils::DefaultPlanarEssentialMatrixEstimator estimator(intrinsics_src, intrinsics_dst); + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultPlanarEssentialMatrixEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + int num_tents = correspondencesArr.size() / 4; + cv::Mat points(num_tents, 4, CV_64F, &correspondencesArr[0]); + + // Normalize points by intrinsics + cv::Mat normalized_points(points.size(), CV_64F); + gcransac::utils::normalizeCorrespondences(points, intrinsics_src, intrinsics_dst, normalized_points); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&normalized_points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&normalized_points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(normalized_points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; E.resize(9, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(normalized_points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + E.resize(9); + for (int i = 0; i < 9; i++) E[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + +int findEssentialMatrixGravity_(std::vector& correspondencesArr, + std::vector& inliers, + std::vector& E, + std::vector& src_K, + std::vector& dst_K, + std::vector& gravity_source, + std::vector& gravity_destination, + std::vector& inlier_probabilities, + int sampler_id, + bool use_magsac_plus_plus, + double sigma_max, + double conf, + int min_iters, + int max_iters, + int partition_num) +{ + Eigen::Map> intrinsics_src(&src_K[0]); + Eigen::Map> intrinsics_dst(&dst_K[0]); + Eigen::Map> gravity_src(&gravity_source[0]); + Eigen::Map> gravity_dst(&gravity_destination[0]); + + magsac::utils::DefaultGravityEssentialMatrixEstimator estimator(intrinsics_src, intrinsics_dst); + estimator.getMutableMinimalSolver()->setGravity(gravity_src, gravity_dst); + gcransac::Model model; + + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; + + magsac->setMaximumThreshold(sigma_max); + // Reference threshold for the adaptive iteration count, derived from the + // noise scale (k*sigma_max = the statistical inlier threshold) so it is + // unit-independent. New estimator — no prior behavior to preserve. + magsac->setReferenceThreshold(magsac::utils::DefaultGravityEssentialMatrixEstimator::getSigmaQuantile() * sigma_max); + magsac->setCoreNumber(1); + magsac->setPartitionNumber(partition_num); + magsac->setIterationLimit(max_iters); + magsac->setMinimumIterationNumber(min_iters); + + ModelScore score; + + int num_tents = correspondencesArr.size() / 4; + cv::Mat points(num_tents, 4, CV_64F, &correspondencesArr[0]); + + cv::Mat normalized_points(points.size(), CV_64F); + gcransac::utils::normalizeCorrespondences(points, intrinsics_src, intrinsics_dst, normalized_points); + + typedef gcransac::sampler::Sampler AbstractSampler; + std::unique_ptr main_sampler; + if (sampler_id == 0) + main_sampler = std::unique_ptr(new gcransac::sampler::UniformSampler(&normalized_points)); + else if (sampler_id == 1) + main_sampler = std::unique_ptr(new gcransac::sampler::ProsacSampler(&normalized_points, estimator.sampleSize())); + else { fprintf(stderr, "Unknown sampler: %d\n", sampler_id); return 0; } + + bool success = magsac->run(normalized_points, conf, estimator, *main_sampler.get(), model, max_iters, score); + + inliers.resize(num_tents); + if (!success) { for (int i = 0; i < num_tents; i++) inliers[i] = false; E.resize(9, 0); return 0; } + + int num_inliers = 0; + for (int pt_idx = 0; pt_idx < num_tents; ++pt_idx) { + const int is_inlier = estimator.residual(normalized_points.row(pt_idx), model.descriptor) <= sigma_max; + inliers[pt_idx] = (bool)is_inlier; + num_inliers += is_inlier; + } + + E.resize(9); + for (int i = 0; i < 9; i++) E[i] = (double)model.descriptor(i); + + AbstractSampler *sampler_ptr = main_sampler.release(); + delete sampler_ptr; + return num_inliers; +} + int findHomography_(std::vector& correspondences, std::vector& inliers, std::vector& H, @@ -610,13 +1277,10 @@ int findHomography_(std::vector& correspondences, magsac::utils::DefaultHomographyEstimator estimator; // The robust homography estimator class containing the function for the fitting and residual calculation gcransac::Homography model; // The estimated model - MAGSAC* magsac; - if (use_magsac_plus_plus) - magsac = new MAGSAC( - MAGSAC::MAGSAC_PLUS_PLUS); - else - magsac = new MAGSAC( - MAGSAC::MAGSAC_ORIGINAL); + MAGSAC magsac_obj(use_magsac_plus_plus ? + MAGSAC::MAGSAC_PLUS_PLUS : + MAGSAC::MAGSAC_ORIGINAL); + auto* magsac = &magsac_obj; magsac->setMaximumThreshold(sigma_max); // The maximum noise scale sigma allowed magsac->setCoreNumber(1); // The number of cores used to speed up sigma-consensus diff --git a/tests/test_affine_models.py b/tests/test_affine_models.py new file mode 100644 index 0000000..863bc27 --- /dev/null +++ b/tests/test_affine_models.py @@ -0,0 +1,146 @@ +"""Test ``pymagsac.findHomographyAffine`` and ``pymagsac.findFundamentalMatrixAffine``.""" +import pymagsac +import numpy as np +import pytest + + +def generate_affine_homography_data(H_gt, n_inliers=100, n_outliers=30, seed=42): + """Generate affine correspondences from a known homography. + + Returns (N, 8) array: [x1, y1, x2, y2, a11, a12, a21, a22]. + The affine part is the local Jacobian of the homography at each point. + """ + rng = np.random.default_rng(seed) + src = rng.uniform(-1, 1, (n_inliers, 2)) + + # Project points + src_h = np.hstack([src, np.ones((n_inliers, 1))]) + dst_h = (H_gt @ src_h.T).T + dst = dst_h[:, :2] / dst_h[:, 2:3] + + # Compute local affine (Jacobian of homography at each point) + data = np.zeros((n_inliers, 8)) + for i in range(n_inliers): + x, y = src[i] + denom = H_gt[2, 0] * x + H_gt[2, 1] * y + H_gt[2, 2] + # Jacobian of the homography projection + J = np.zeros((2, 2)) + num_x = H_gt[0, 0] * x + H_gt[0, 1] * y + H_gt[0, 2] + num_y = H_gt[1, 0] * x + H_gt[1, 1] * y + H_gt[1, 2] + J[0, 0] = (H_gt[0, 0] * denom - num_x * H_gt[2, 0]) / (denom * denom) + J[0, 1] = (H_gt[0, 1] * denom - num_x * H_gt[2, 1]) / (denom * denom) + J[1, 0] = (H_gt[1, 0] * denom - num_y * H_gt[2, 0]) / (denom * denom) + J[1, 1] = (H_gt[1, 1] * denom - num_y * H_gt[2, 1]) / (denom * denom) + data[i] = [src[i, 0], src[i, 1], dst[i, 0], dst[i, 1], + J[0, 0], J[0, 1], J[1, 0], J[1, 1]] + + # Outliers with random affine + outliers = np.zeros((n_outliers, 8)) + outliers[:, :4] = rng.uniform(-2, 2, (n_outliers, 4)) + outliers[:, 4:] = rng.uniform(-2, 2, (n_outliers, 4)) + + return np.vstack([data, outliers]) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_homography_affine_basic(use_magsac_plus_plus): + """Test homography from affine correspondences.""" + angle = np.radians(5) + H_gt = np.array([ + [np.cos(angle), -np.sin(angle), 0.05], + [np.sin(angle), np.cos(angle), -0.02], + [0.0, 0.0, 1.0] + ]) + + corrs = generate_affine_homography_data(H_gt, n_inliers=200, n_outliers=50) + + result, mask = pymagsac.findHomographyAffine( + np.ascontiguousarray(corrs), + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=0.01, + max_iters=5000, + ) + + assert result is not None, "Homography affine fitting failed" + n_inliers_found = np.sum(mask) + assert n_inliers_found > 100, f"Only {n_inliers_found} inliers found" + + +def test_homography_affine_insufficient_points(): + """Test that homography affine raises with fewer than 2 points.""" + corrs = np.random.rand(1, 8) + with pytest.raises(Exception): + pymagsac.findHomographyAffine(np.ascontiguousarray(corrs), probabilities=[]) + + +def test_fundamental_affine_insufficient_points(): + """Test that fundamental affine raises with fewer than 4 points.""" + corrs = np.random.rand(3, 8) + corrs[:, 4] = 1.0 # Ensure q1 is non-zero (solver divides by q1) + with pytest.raises(Exception): + pymagsac.findFundamentalMatrixAffine(np.ascontiguousarray(corrs), probabilities=[]) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_fundamental_affine_basic(use_magsac_plus_plus): + """Test fundamental matrix from SIFT correspondences. + + Data format: [x1, y1, x2, y2, q1, q2, o1, o2] + where q1,q2 are SIFT scales and o1,o2 are orientations (radians). + """ + rng = np.random.default_rng(42) + + # Generate correspondences from a homography (epipolar geometry) + angle = np.radians(5) + H_gt = np.array([ + [np.cos(angle), -np.sin(angle), 0.05], + [np.sin(angle), np.cos(angle), -0.03], + [0.002, -0.001, 1.0] + ]) + + n_inliers = 200 + src = rng.uniform(-1, 1, (n_inliers, 2)) + src_h = np.hstack([src, np.ones((n_inliers, 1))]) + dst_h = (H_gt @ src_h.T).T + dst = dst_h[:, :2] / dst_h[:, 2:3] + + # Generate SIFT-style scale and orientation + # For a homography, the scale ratio and orientation change can be derived + # from the Jacobian, but for testing we use consistent values + data = np.zeros((n_inliers, 8)) + for i in range(n_inliers): + x, y = src[i] + d = H_gt[2, 0] * x + H_gt[2, 1] * y + H_gt[2, 2] + # Scale: approximate as 1/d (projective scaling) + q1 = 1.0 + rng.normal(0, 0.01) + q2 = q1 / d + # Orientation: rotation angle of the homography at this point + o1 = rng.uniform(0, 2 * np.pi) + o2 = o1 + angle # Consistent with the rotation + data[i] = [src[i, 0], src[i, 1], dst[i, 0], dst[i, 1], q1, q2, o1, o2] + + # Outliers with valid (non-zero) scales + n_outliers = 80 + outliers = np.zeros((n_outliers, 8)) + outliers[:, :4] = rng.uniform(-2, 2, (n_outliers, 4)) + outliers[:, 4] = rng.uniform(0.5, 2.0, n_outliers) # q1 > 0 + outliers[:, 5] = rng.uniform(0.5, 2.0, n_outliers) # q2 > 0 + outliers[:, 6] = rng.uniform(0, 2 * np.pi, n_outliers) # o1 + outliers[:, 7] = rng.uniform(0, 2 * np.pi, n_outliers) # o2 + + corrs = np.vstack([data, outliers]) + + result, mask = pymagsac.findFundamentalMatrixAffine( + np.ascontiguousarray(corrs), + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=0.05, + max_iters=5000, + ) + + assert result is not None, "Fundamental matrix affine fitting failed" + n_inliers_found = np.sum(mask) + assert n_inliers_found > 50, f"Only {n_inliers_found} inliers found" diff --git a/tests/test_essential_variants.py b/tests/test_essential_variants.py new file mode 100644 index 0000000..2ab6f7b --- /dev/null +++ b/tests/test_essential_variants.py @@ -0,0 +1,122 @@ +"""Test ``pymagsac.findEssentialMatrixPlanar`` and ``pymagsac.findEssentialMatrixGravity``.""" +import pymagsac +import numpy as np +import pytest + + +def generate_essential_data(R_gt, t_gt, K, n_inliers=100, n_outliers=30, seed=42): + """Generate 2D-2D correspondences from a known relative pose. + + Returns (N, 4) array: [x1, y1, x2, y2] in pixel coordinates. + """ + rng = np.random.default_rng(seed) + + # Random 3D points in front of both cameras + points_3d = rng.uniform(-3, 3, (n_inliers, 3)) + points_3d[:, 2] = np.abs(points_3d[:, 2]) + 3 # Ensure positive depth + + # Project into camera 1 (identity pose) + proj1 = (K @ points_3d.T).T + img1 = proj1[:, :2] / proj1[:, 2:3] + + # Project into camera 2 (R, t) + points_cam2 = (R_gt @ points_3d.T).T + t_gt + proj2 = (K @ points_cam2.T).T + img2 = proj2[:, :2] / proj2[:, 2:3] + + # Add small noise + img1 += rng.normal(0, 0.5, img1.shape) + img2 += rng.normal(0, 0.5, img2.shape) + + inliers = np.hstack([img1, img2]) + + # Outliers + outliers = np.hstack([ + rng.uniform(0, 640, (n_outliers, 2)), + rng.uniform(0, 640, (n_outliers, 2)) + ]) + + return np.vstack([inliers, outliers]) + + +def rotation_matrix(axis, angle_deg): + angle = np.radians(angle_deg) + axis = np.array(axis, dtype=float) + axis /= np.linalg.norm(axis) + K = np.array([[0, -axis[2], axis[1]], [axis[2], 0, -axis[0]], [-axis[1], axis[0], 0]]) + return np.eye(3) + np.sin(angle) * K + (1 - np.cos(angle)) * K @ K + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_essential_planar_basic(use_magsac_plus_plus): + """Test planar essential matrix estimation (2-point, planar motion).""" + # Planar motion: rotation around Y axis only, translation in XZ plane + R_gt = rotation_matrix([0, 1, 0], 5) + t_gt = np.array([0.5, 0.0, 0.1]) + K = np.array([[500, 0, 320], [0, 500, 240], [0, 0, 1]], dtype=float) + + corrs = generate_essential_data(R_gt, t_gt, K, n_inliers=200, n_outliers=50) + + E, mask = pymagsac.findEssentialMatrixPlanar( + np.ascontiguousarray(corrs), + K1=K, K2=K, + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=2.0, + max_iters=5000, + ) + + assert E is not None, "Planar essential matrix estimation failed" + n_inliers_found = np.sum(mask) + assert n_inliers_found > 100, f"Only {n_inliers_found} inliers found" + + +def test_essential_planar_insufficient_points(): + """Test that planar essential matrix raises with fewer than 2 points.""" + K = np.eye(3) + corrs = np.random.rand(1, 4) + with pytest.raises(Exception): + pymagsac.findEssentialMatrixPlanar(np.ascontiguousarray(corrs), K1=K, K2=K, probabilities=[]) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_essential_gravity_basic(use_magsac_plus_plus): + """Test gravity-assisted essential matrix estimation (3-point).""" + # General motion with known gravity direction + R_gt = rotation_matrix([0.1, 1, 0.2], 10) + t_gt = np.array([0.3, -0.1, 0.5]) + K = np.array([[500, 0, 320], [0, 500, 240], [0, 0, 1]], dtype=float) + + corrs = generate_essential_data(R_gt, t_gt, K, n_inliers=200, n_outliers=50) + + # Gravity rotation matrices (align gravity to Y axis) + # In practice these come from IMU; here we use identity (gravity already aligned) + gravity_src = np.eye(3) + gravity_dst = np.eye(3) + + E, mask = pymagsac.findEssentialMatrixGravity( + np.ascontiguousarray(corrs), + K1=K, K2=K, + gravity_src=gravity_src, + gravity_dst=gravity_dst, + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=2.0, + max_iters=5000, + ) + + assert E is not None, "Gravity essential matrix estimation failed" + n_inliers_found = np.sum(mask) + assert n_inliers_found > 50, f"Only {n_inliers_found} inliers found" + + +def test_essential_gravity_insufficient_points(): + """Test that gravity essential matrix raises with fewer than 3 points.""" + K = np.eye(3) + G = np.eye(3) + corrs = np.random.rand(2, 4) + with pytest.raises(Exception): + pymagsac.findEssentialMatrixGravity(np.ascontiguousarray(corrs), K1=K, K2=K, + gravity_src=G, gravity_dst=G, probabilities=[]) diff --git a/tests/test_plane3d.py b/tests/test_plane3d.py new file mode 100644 index 0000000..89f859e --- /dev/null +++ b/tests/test_plane3d.py @@ -0,0 +1,149 @@ +"""Test ``pymagsac.findPlane3D``.""" +import pymagsac +import numpy as np +import pytest + + +def generate_plane_data( + normal, offset, n_inliers=200, n_outliers=50, noise_std=0.01, seed=42 +): + """Generate 3D points on a plane with noise and outliers. + + The plane is defined as normal . x + offset = 0. + """ + rng = np.random.default_rng(seed) + + # Generate random points in a tangent basis + # Find two vectors orthogonal to the normal + normal = np.array(normal, dtype=np.float64) + normal = normal / np.linalg.norm(normal) + + # Pick an arbitrary vector not parallel to normal + if abs(normal[0]) < 0.9: + v = np.array([1.0, 0.0, 0.0]) + else: + v = np.array([0.0, 1.0, 0.0]) + + t1 = np.cross(normal, v) + t1 /= np.linalg.norm(t1) + t2 = np.cross(normal, t1) + + # Generate inlier points on the plane + coords = rng.uniform(-10, 10, (n_inliers, 2)) + # Point on the plane closest to origin + base_point = -offset * normal + inliers = base_point + coords[:, 0:1] * t1 + coords[:, 1:2] * t2 + # Add Gaussian noise + inliers += rng.normal(0, noise_std, inliers.shape) + + # Generate outlier points randomly in a cube + outliers = rng.uniform(-15, 15, (n_outliers, 3)) + + points = np.vstack([inliers, outliers]) + gt_inlier_mask = np.zeros(len(points), dtype=bool) + gt_inlier_mask[:n_inliers] = True + + return points, gt_inlier_mask + + +def verify_plane( + points, + sigma_th=0.1, + sampler_id=0, + use_magsac_plus_plus=True, + min_iters=500, + max_iters=5000, +): + plane, mask = pymagsac.findPlane3D( + np.ascontiguousarray(points), + probabilities=[], + min_iters=min_iters, + max_iters=max_iters, + sampler=sampler_id, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=sigma_th, + ) + return plane, mask + + +def angle_between_normals(n1, n2): + """Angle in degrees between two plane normals (handles sign ambiguity).""" + n1 = n1 / np.linalg.norm(n1) + n2 = n2 / np.linalg.norm(n2) + cos_angle = np.clip(abs(np.dot(n1, n2)), -1.0, 1.0) + return np.degrees(np.arccos(cos_angle)) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_plane_fitting_basic(use_magsac_plus_plus): + """Test plane fitting with a simple horizontal plane z=5.""" + gt_normal = np.array([0.0, 0.0, 1.0]) + gt_offset = -5.0 # plane: 0*x + 0*y + 1*z - 5 = 0 + + points, gt_mask = generate_plane_data( + gt_normal, gt_offset, n_inliers=200, n_outliers=50, noise_std=0.01 + ) + + plane, mask = verify_plane( + points, + sigma_th=0.1, + use_magsac_plus_plus=use_magsac_plus_plus, + ) + + assert plane is not None, "Plane fitting failed" + + # Check normal direction (up to sign) + est_normal = plane[:3] + angle_err = angle_between_normals(gt_normal, est_normal) + assert angle_err < 2.0, f"Normal angle error {angle_err:.2f} degrees" + + # Check that most inliers are found + n_inliers_found = np.sum(mask) + assert n_inliers_found > 150, f"Only {n_inliers_found} inliers found" + + +@pytest.mark.parametrize( + "normal", + [ + [1.0, 0.0, 0.0], + [0.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + [0.3, -0.7, 0.5], + ], +) +def test_plane_fitting_orientations(normal): + """Test plane fitting with various orientations.""" + points, gt_mask = generate_plane_data( + normal, offset=3.0, n_inliers=300, n_outliers=100, noise_std=0.005 + ) + + plane, mask = verify_plane(points, sigma_th=0.05) + + assert plane is not None, "Plane fitting failed" + + est_normal = plane[:3] + angle_err = angle_between_normals(normal, est_normal) + assert angle_err < 2.0, f"Normal angle error {angle_err:.2f} degrees" + + +def test_plane_fitting_high_outlier_ratio(): + """Test plane fitting with 50% outliers.""" + gt_normal = np.array([0.0, 0.0, 1.0]) + points, gt_mask = generate_plane_data( + gt_normal, offset=0.0, n_inliers=200, n_outliers=200, noise_std=0.01 + ) + + plane, mask = verify_plane(points, sigma_th=0.1, max_iters=10000) + + assert plane is not None, "Plane fitting failed with 50% outliers" + + est_normal = plane[:3] + angle_err = angle_between_normals(gt_normal, est_normal) + assert angle_err < 3.0, f"Normal angle error {angle_err:.2f} degrees" + + +def test_plane_fitting_insufficient_points(): + """Test that plane fitting raises with fewer than 3 points.""" + points = np.array([[0.0, 0.0, 0.0], [1.0, 0.0, 0.0]]) + with pytest.raises(Exception): + verify_plane(points) diff --git a/tests/test_pnp.py b/tests/test_pnp.py new file mode 100644 index 0000000..36702f5 --- /dev/null +++ b/tests/test_pnp.py @@ -0,0 +1,113 @@ +"""Test ``pymagsac.findPnP``.""" +import pymagsac +import numpy as np +import pytest + + +def generate_pnp_data(R_gt, t_gt, n_inliers=100, n_outliers=30, noise_std=0.5, seed=42): + """Generate 2D-3D correspondences from a known camera pose. + + Returns (N, 5) array: [u, v, x, y, z] where (u,v) is the normalized + image point and (x,y,z) is the 3D world point. + """ + rng = np.random.default_rng(seed) + + # Random 3D points in front of camera + world_points = rng.uniform(-5, 5, (n_inliers, 3)) + # Ensure points are in front of camera (positive z after transform) + world_points[:, 2] = np.abs(world_points[:, 2]) + 2 + + # Project: p = R * X + t, then normalize + cam_points = (R_gt @ world_points.T).T + t_gt + # Normalized image coordinates + image_points = cam_points[:, :2] / cam_points[:, 2:3] + + # Add noise to image points + image_points += rng.normal(0, noise_std / 1000, image_points.shape) + + inliers = np.hstack([image_points, world_points]) + + # Outliers: random image points with random 3D points + outlier_img = rng.uniform(-2, 2, (n_outliers, 2)) + outlier_3d = rng.uniform(-10, 10, (n_outliers, 3)) + outliers = np.hstack([outlier_img, outlier_3d]) + + correspondences = np.vstack([inliers, outliers]) + return correspondences + + +def rotation_matrix(axis, angle_deg): + """Create rotation matrix from axis-angle.""" + angle = np.radians(angle_deg) + axis = np.array(axis, dtype=float) + axis = axis / np.linalg.norm(axis) + K = np.array([[0, -axis[2], axis[1]], + [axis[2], 0, -axis[0]], + [-axis[1], axis[0], 0]]) + return np.eye(3) + np.sin(angle) * K + (1 - np.cos(angle)) * K @ K + + +def rotation_error(R1, R2): + """Rotation error in degrees.""" + R = R1 @ R2.T + cos_angle = np.clip((np.trace(R) - 1) / 2, -1, 1) + return np.degrees(np.arccos(cos_angle)) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_pnp_basic(use_magsac_plus_plus): + """Test PnP with a simple camera pose.""" + R_gt = rotation_matrix([0, 1, 0], 15) + t_gt = np.array([0.5, -0.3, 0.1]) + + corrs = generate_pnp_data(R_gt, t_gt, n_inliers=150, n_outliers=50) + + pose, mask = pymagsac.findPnP( + np.ascontiguousarray(corrs), + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=0.01, + conf=0.99, + min_iters=100, + max_iters=5000, + ) + + assert pose is not None, "PnP failed" + + R_est = pose[:3, :3] + t_est = pose[:3, 3] + + err_R = rotation_error(R_gt, R_est) + err_t = np.linalg.norm(t_gt - t_est) + + assert err_R < 5.0, f"Rotation error {err_R:.2f} degrees" + assert err_t < 0.5, f"Translation error {err_t:.3f}" + + +def test_pnp_identity_pose(): + """Test PnP with near-identity rotation and small translation.""" + R_gt = rotation_matrix([1, 0, 0], 2) # 2 degree rotation + t_gt = np.array([0.01, 0.02, 0.0]) + + corrs = generate_pnp_data(R_gt, t_gt, n_inliers=200, n_outliers=50, noise_std=0.1) + + pose, mask = pymagsac.findPnP( + np.ascontiguousarray(corrs), + probabilities=[], + sigma_th=0.005, + max_iters=5000, + ) + + assert pose is not None, "PnP failed" + R_est = pose[:3, :3] + err_R = rotation_error(R_gt, R_est) + assert err_R < 3.0, f"Rotation error {err_R:.2f} degrees" + + +def test_pnp_insufficient_points(): + """Test that PnP raises with fewer than 3 points.""" + corrs = np.array([[0.0, 0.0, 1.0, 0.0, 5.0], + [0.1, 0.0, 0.0, 1.0, 5.0]]) + with pytest.raises(Exception): + pymagsac.findPnP(np.ascontiguousarray(corrs), probabilities=[]) diff --git a/tests/test_radial_homography.py b/tests/test_radial_homography.py new file mode 100644 index 0000000..8e0641a --- /dev/null +++ b/tests/test_radial_homography.py @@ -0,0 +1,69 @@ +"""Test ``pymagsac.findRadialHomography``.""" +import pymagsac +import numpy as np +import pytest + + +def generate_homography_data(H_gt, n_inliers=100, n_outliers=30, noise_std=0.5, seed=42): + """Generate point correspondences from a known homography. + + Returns (N, 4) array: [x1, y1, x2, y2]. + """ + rng = np.random.default_rng(seed) + + # Random source points + src = rng.uniform(-1, 1, (n_inliers, 2)) + + # Apply homography: p2 = H * p1 (homogeneous) + src_h = np.hstack([src, np.ones((n_inliers, 1))]) + dst_h = (H_gt @ src_h.T).T + dst = dst_h[:, :2] / dst_h[:, 2:3] + + # Add noise + dst += rng.normal(0, noise_std / 1000, dst.shape) + + inliers = np.hstack([src, dst]) + + # Outliers + outlier_src = rng.uniform(-2, 2, (n_outliers, 2)) + outlier_dst = rng.uniform(-2, 2, (n_outliers, 2)) + outliers = np.hstack([outlier_src, outlier_dst]) + + return np.vstack([inliers, outliers]) + + +@pytest.mark.parametrize("use_magsac_plus_plus", [True, False]) +def test_radial_homography_basic(use_magsac_plus_plus): + """Test radial homography with a simple planar transformation.""" + # Simple homography (rotation + translation in image plane) + angle = np.radians(10) + H_gt = np.array([ + [np.cos(angle), -np.sin(angle), 0.1], + [np.sin(angle), np.cos(angle), -0.05], + [0.0, 0.0, 1.0] + ]) + + corrs = generate_homography_data(H_gt, n_inliers=200, n_outliers=50) + + result, mask = pymagsac.findRadialHomography( + np.ascontiguousarray(corrs), + probabilities=[], + sampler=0, + use_magsac_plus_plus=use_magsac_plus_plus, + sigma_th=0.01, + conf=0.99, + min_iters=100, + max_iters=5000, + ) + + assert result is not None, "Radial homography fitting failed" + # Check that enough inliers were found + n_inliers_found = np.sum(mask) + assert n_inliers_found > 100, f"Only {n_inliers_found} inliers found" + + +def test_radial_homography_insufficient_points(): + """Test that radial homography raises with fewer than 5 points.""" + corrs = np.random.rand(4, 4) + with pytest.raises(Exception): + pymagsac.findRadialHomography(np.ascontiguousarray(corrs), probabilities=[])