Construction of Rigid Matrices in Projective Space by Using Elimination Theory

  • 09 Mar 2021
  • Recently published Research - Mathematics

Researchers

Bushra Gadalla & Shawki Al Rashed

Published in

Damascus University Journal of Basic Sciences, Volume 37, Issue 1, 2021.


Abstract

The rigidity of a matrix A for target rank r is the minimum number of entries of A that must be changed to ensure that the rank of the altered matrix is at most r.

In this paper, we discuss generalization of structure a set of specific rigidity matrices and some ideas that have been studied around in the Affine case.

Keywords: Elimination Theory, Projective space, Rigid Matrices.

Link to read full paper

http://damascusuniversity.edu.sy/mag/asasy/FCKBIH/file/1-2021/205-221.pdf