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                                       Details for article 11 of 12 found articles
 
 
  On nonnegative jordan chains for the generalized nullspace of a singular M-Matrix
 
 
Title: On nonnegative jordan chains for the generalized nullspace of a singular M-Matrix
Author: Bru, Rafael
Canto, Rafael
Appeared in: Linear & multilinear algebra
Paging: Volume 36 (1994) nr. 4 pages 267-274
Year: 1994-04
Contents: For the generalized nullspace E(A) of a singular M-matrix A, we study necessary conditions to obtain Jordan chains consisting of nonnegative vectors of a Jordan basis for E(A). These conditions are based on the t-predecessor property of the singular graph of the matrix A. We continue the results about this subject given by Hershkowitz and Schneider [5]. further we give a sufficient condition so that Theorem 6.10 of [5] holds.
Publisher: Taylor & Francis
Source file: Elektronische Wetenschappelijke Tijdschriften
 
 

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