University of Vlora - Conference Center, ACA'10, Applications of Computer Algebra

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Matrix Reordering Problem and Applications

Lemnouar Noui

Building: Sciences and Engineering Building
Room: C 401
Date: 2010-06-24 10:30 AM – 10:55 AM
Last modified: 2010-06-14

Abstract


Given a 0-1 matrix M the matrix reordering problem is to find  a matrix M ' obtained by permuting the columns of M that minimizes Cr(M ' ) the number of sequences of consecutive ones in M ', this problem is NP hard.,
In this paper, we give a solution of the matrix reordering problem for special cases and we  present  a new modified version of McEliece cryptosystem  using the hardness of this problem.