gpr

GPR - Library and Application for Gaussian Process Regression
Description

Gaussian process regression is a modern Bayesian approach to machine learning, and GPR implements some of the latest advances in this field

Install
Published
25 May 2017
Sources
gpr-1.2.2.tar.gz
md5=0aaa8fea073258c3696487dad5fc539f
Dependencies
ocamlfind
build & >= "1.3.1"
lacaml
>= "9.3.2" & < "10.0.0"
core
= "109.31.00"
core
= "109.32.00"
core
= "109.34.00"
core
= "109.35.00"
core
= "109.36.00"
core
= "109.37.00"
core
= "109.38.00"
core
= "109.40.00"
core
= "109.41.00"
core
= "109.42.00"
core
= "109.45.00"
core
= "109.47.00"
core
= "109.53.00"
core
= "109.53.01"
core
= "109.55.00"
core
= "109.55.02"
core
= "109.58.00"
core
= "109.60.00"
core
= "110.01.00"
core
= "111.03.00"
core
= "111.06.00"
core
= "111.08.00"
core
= "111.11.00"
core
= "111.11.01"
core
= "111.13.00"
core
= "111.17.00"
core
= "111.21.00"
core
= "111.25.00"
core
= "111.28.00"
core
= "111.28.01"
core
= "112.01.00"
core
= "112.01.01"
core
= "112.06.00"
core
= "112.06.01"
core
= "112.06.02"
core
= "112.17.00"
core
= "112.24.00"
core
= "112.24.01"
core
= "112.35.00"
core
= "112.35.01"
core
= "113.00.00"
ocaml
>= "4.00.1"
Reverse Dependencies