Latest blog posts:
The point of maximal curvature on a surface
The number of circles that are tangent to 3 given conics
Latest blog posts:
The point of maximal curvature on a surface
The number of circles that are tangent to 3 given conics

HomotopyContinuation.jl is a Julia package for solving systems of polynomial equations by numerical homotopy continuation.

Fast

We took care that your computations run as fast as possible.

Easy to use

We obsess over an intuitive and easy to use interface, and it shows throughout HomotopyContinuation.jl.

Customizable

We know that no problem is like another. We give you the tools to model every problem efficiently.

Integrated in your workflow

HomotopyContinuation.jl integrates with the rest of the Julia ecosystem such that you get your work done as easy as possible.

Cross-platform

HomotopyContinuation.jl works on all major desktop operating systems.

License

HomotopyContinuation.jl licensed under MIT.
HomotopyContinuation.jl is absolutely free for personal or commercial use.