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Basics

Discuss, .as[T], .connect[A1,...,AN], and how implicit bijections are found (in Bijection object and in the companion objects for types).

Other Topics

• Wait some of these are just Injections with inverses! Good thing we know the Cantor–Bernstein–Schroeder theorem which assures us there is a bijection over a suitably restricted subset of the input and output (which we achieve with Tagging or by introducing value class wrappers on or both sides of the Bijection, e.g. Base64String).
• Using Bijection From Java
• Understanding Tags: how we mark types as representations of others, e.g. String @ Rep[Int]

Documentation TODOs

• "as" notation
• Implicit bijection chaining
• Serialization with Bufferable
• bijection-json
• bijection-clojure: How to access Clojure functions via Clojure's RT.
• Scrooge and Thrift
• bijection-protobuf
• bijection-avro
• Guava Interop with Bijection
• Java/Scala Collection Interop