期刊文献+

复亚正定矩阵和U_x-广义正定矩阵的推广

Generalization of the reply positive definite matrices and U_x-generalized positive definite matrices
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摘要 在复亚正定矩阵和Ux-广义正定矩阵的基础上,对正定矩阵进行了进一步的推广,研究讨论了Ux-复亚广义正定矩阵和U1x-广义正定矩阵及U2x-广义正定矩阵的定义及其性质,并给出了若干等价条件. Generalized further positive definite matrices on the base of reply positive definite matrices and Ux -generalized positive definite matrices, studied and discussed the definitions and properties of Ux -reply generalized positive definite matrices and U1x -generalized positive definite matrices and U2x -generalized positive definite matrices, and given some equivalent conditions.
出处 《高师理科学刊》 2008年第2期28-31,共4页 Journal of Science of Teachers'College and University
关键词 复亚正定矩阵 Ux-广义正定矩阵 Ux-复亚广义正定矩阵 U1x-广义正定矩阵 U2x-广义正定矩阵 reply positive definite matrices Ux -generalized positive definite matrices Ux -reply generalized positive definite matrices U1x - generalized positive definite matrices U2x - generalized positive definite matrices
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参考文献4

  • 1李俊杰.论复矩阵的正定性[J].数学的实践与认识,1995,25(2):59-63. 被引量:75
  • 2Johnson C R. Positive definite matrices [J]. Amer. Math. Monthly, 1970, 77 : 259-264.
  • 3Horn R A, Johnson C R. Matrix Analysis [M]. Cambridge: Cambridge University Press, 1985: 183-203.
  • 4Johnson H R. An inequality for matrices whose symmetric part is positive [J]. Linear Alg. Apply, 1973 ( 1 ): 6-13.

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