For information about

Organizers

Jonathan Hauenstein, University of Notre Dame
Daniel Brake, University of Notre Dame
Andrew Sommese, University of Notre Dame
Charles Wampler, General Motors R&D

This workshop will focus on solving systems of polynomial equations using numerical algebraic geometry. It will introduce the participants to algorithms of numerical algebraic geometry so that they can use and develop variations to address their own research problems of interest. Progress related to the redevelopment of Bertini along with an introduction for creating solving modules will also be discussed. Finally, this workshop will bring together researchers from a variety of application fields to discuss successes and current challenges related to solving systems of polynomial equations.

Registration is required in order to attend the workshop. Funding from the National Science Foundation is available for graduate students, postdocs, early career faculty, members of under-represented groups, and researchers without federal support.

Apply for a Travel Grant

Since this conference is supported in part by the Institute for Mathematics and its Applications (IMA) through its Participating Institution (PI) Program, PI members may use IMA/PI funds to support personnel’s travel to this workshop.

Acknowledgements:

We gratefully acknowledge the support of the National Science Foundation, as well as the Department of Applied and Computational Mathematics and Statistics, College of Science, Duncan Professor of Mathematics at the University of Notre Dame, and the Institute for Mathematics and its Applications.

Department of Applied and Computational Mathematics and Statistics
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Office: (574) 631-8630 | acms@nd.edu