24 citations · 85 across the 39 of their papers we have counts for
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math.AG2019
A Robust Numerical Path Tracking Algorithm for Polynomial Homotopy Continuation
Simon Telen, Marc Van Barel, Jan Verschelde
We propose a new algorithm for numerical path tracking in polynomial homotopy continuation. The algorithm is `robust' in the sense that it is designed to prevent path jumping and i…
cs.MS2019
Solving Polynomial Systems with phcpy
Jasmine Otto, Angus Forbes, Jan Verschelde
The solutions of a system of polynomials in several variables are often needed, e.g.: in the design of mechanical systems, and in phase-space analyses of nonlinear biological dynam…