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A hybrid symbolic-numeric approach to exceptional sets of generically zero-dimensional systems.

, and . PASCO, page 53-60. ACM, (2015)

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On Computing a Cell Decomposition of a Real Surface Containing Infinitely Many Singularities., , , , and . ICMS, volume 8592 of Lecture Notes in Computer Science, page 246-252. Springer, (2014)Certifying solutions to overdetermined and singular polynomial systems over ℚ., , and . J. Symb. Comput., (2018)Certification Using Newton-Invariant Subspaces.. MACIS, volume 10693 of Lecture Notes in Computer Science, page 34-50. Springer, (2017)Using Numerical Insights to Improve Symbolic Computations.. SYNASC, page 11-16. IEEE, (2019)Designing Rotary Linkages for Polar Motions., , , and . IROS, page 1384-1391. IEEE, (2021)Regeneration homotopies for solving systems of polynomials., , and . Math. Comput., 80 (273): 345-377 (2011)A hybrid symbolic-numeric approach to exceptional sets of generically zero-dimensional systems., and . PASCO, page 53-60. ACM, (2015)Excess intersections and numerical irreducible decompositions., , , and . SYNASC, page 52-60. IEEE, (2021)Sampling Real Algebraic Varieties for Topological Data Analysis., , , and . ICMLA, page 1531-1536. IEEE, (2019)Decomposing the Parameter Space of Biological Networks via a Numerical Discriminant Approach., , , and . MC, volume 1125 of Communications in Computer and Information Science, page 114-131. Springer, (2019)