Are there any plans to also support additional GLM families like quasibinomial, quasipoisson, negative binomial, multinomial, Dirichlet-multinomial (overdispersed multinomial) & ordinal GLMs, some of which are now supported by e.g. h20? (Multinomial & Dirichlet multinomial I believe can be recast into a poisson or quasipoisson GLM via the Poisson trick, but that's computationally not efficient)
Are there any plans to also support additional GLM families like quasibinomial, quasipoisson, negative binomial, multinomial, Dirichlet-multinomial (overdispersed multinomial) & ordinal GLMs, some of which are now supported by e.g. h20? (Multinomial & Dirichlet multinomial I believe can be recast into a poisson or quasipoisson GLM via the Poisson trick, but that's computationally not efficient)