SimonBlanke/Gradient-Free-Optimizers: Simple and reliable optimization with local, global, population-based and sequential techniques in numerical search spaces.

Gradient-Free-Optimizers provides a collection of easy to use optimization techniques, whose objective function only requires an arbitrary score that gets maximized. This makes gradient-free methods capable of solving various optimization problems, including:

Optimizing arbitrary mathematical functions.
Fitting multiple gauss-distributions to data.
Hyperparameter-optimization of machine-learning methods.

Gradient-Free-Optimizers is the optimization backend of Hyperactiv…