Criteria for nonsingular H-matrices
Nonsingular H-matrices play a very important role in matrix analysis and numerical algebra.Based on the concept and properties of the generalized strictly diagonal dominance matrices,we partition the row and column index set of square matrix,construct a positive diagonal matrix according to the elements and row sum,column sum of the matrix as well,then obtain several new criteria for the nonsingular H-matrices,and extend the criteria of nonsingular H-matrices.Finally,advantages are illustrated by a numerical example.
H-matrices α-diagonally dominant matrices strictly diagonally dominant matrix
Qi Chen Min Li
Department of Mathematics,Beihua University Jilin,China
国际会议
杭州
英文
582-585
2013-03-22(万方平台首次上网日期,不代表论文的发表时间)