A Numerical Linear Algebra Framework for Solving Problems with Multivariate Polynomials KU Leuven
Department of Electrical Engineering (ESAT), ESAT - STADIUS, Stadius Centre for Dynamical Systems, Signal Processing and Data Analytics
Multivariate polynomials are ubiquitous in engineering. Not only are they a natural modelling tool, many parameter estimation problems can alsobe written as finding the roots of a multivariate polynomial system. Most computational methods in this setting are symbolical. In fact, a whole domain of research called computer algebra sprung into being to develop and study symbolical algorithms for problems with multivariate polynomials. This has ...