Can I read Parallel Computation of Determinants of Matrices with Polynomial Entries for Robust Control Design on EtoBox?

Parallel Computation of Determinants of Matrices with Polynomial Entries for Robust Control Design by Kinji Kumura; Hirokazu Anai is a scholarly article available to read on EtoBox.

What is Parallel Computation of Determinants of Matrices with Polynomial Entries for Robust Control Design about?

In this paper we consider computing determinants of polynomial matrices symbolically. Determinant computation of matrices with polynomial entries in a small number of variables is of particular interest since it commonly appears in solving engineering design problems. A parallel algorithm based on multivariate Newton polynomial interpolation with "cut-surface" (total degree bound) is presented and its efficiency is demonstrated by showing computational results for some practical examples from control system design.

Author

Kinji Kumura; Hirokazu Anai

Publisher

ACM

Published

2010

Language

EN