Numerical equality tests for rational maps and signatures of curves

Author:

Duff Timothy1,Ruddy Michael2

Affiliation:

1. Georgia Tech

2. Max Planck Institute for Mathematics in the Sciences, Leipzig, Germany

Funder

National Science Foundation

Publisher

ACM

Reference32 articles.

1. E. L. Allgower and K. Georg. 2012. Numerical continuation methods: an introduction. Vol. 13. Springer Science & Business Media. E. L. Allgower and K. Georg. 2012. Numerical continuation methods: an introduction. Vol. 13. Springer Science & Business Media.

2. C. Améndola and J. I. Rodriguez. 2016. Solving parameterized polynomial systems with decomposable projections. arXiv preprint arXiv:1612.08807 (2016). C. Améndola and J. I. Rodriguez. 2016. Solving parameterized polynomial systems with decomposable projections. arXiv preprint arXiv:1612.08807 (2016).

3. D. J. Bates A. J. Hauenstein Jonathan D Sommese and C. W. Wampler. 2013. Numerically solving polynomial systems with Bertini. SIAM. D. J. Bates A. J. Hauenstein Jonathan D Sommese and C. W. Wampler. 2013. Numerically solving polynomial systems with Bertini. SIAM.

4. Symmetries of Polynomials

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