A Julia package for solving systems of polynomials via homotopy continuation.
Bertini 2: The redevelopment of Bertini in C++ and Python.
[ICLR 2026] Neural Predictor-Corrector: Solving Homotopy Problems with Reinforcement Learning.
Official code for simulatorHC
DecomposingPolynomialSystems.jl is a Julia package that decomposes (simplifies) a given polynomial system using tools from numerical algebraic geometry.
Projects from MATH 555, Computational Algebraic Geometry taken Fall of 2021
Computing the classical steady state of the effective stroboscopic dynamical systems
Browser-based Nevanlinna-Pick solver: manifold-coupled multiplexer synthesis (Martinez 2019) and broadband impedance matching, running entirely in WebAssembly.
Computational Project about Homotopy Continuation
Julia package for the certified homotopy tracking
Implementation of the Homotopy method for convex optimization problems introduced in https://arxiv.org/abs/2403.02095.
TropicalHomotopies.jl: A package for constructing polynomial homotopies from tropical intersection data
Adaptive homotopy continuation method for incompressible immiscible two-phase flow in Porous Media
A comprehensive framework for exploring the use of gradient descent and homotopy continuation techniques in image rectification. Computer Vision project @ PoliMi
Homotopy continuation methods for the Buckley-Leverett equation
Fast Zero-Dependency Multiplayer NFG Mixed-Nash-Equilibrium Solver
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