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- W2387308934 abstract "AbstrcatThis paper considers the following problem:Problem Ⅰ,given A∈R~~(n×m),D∈(R)~(m×m)such that (Φ=‖A~TXA-D‖_F=min) where ASR~(n×n) is the set of real n-by-n anti-symmetric and persymmetric matrices, ‖·‖ is Frobenius norm.By applying the canonical decomposition (CCD) of matrix pairs,obtained herein are the general form of the solutions of Problem Ⅰ and necessary and sufficient conditions for the existence of the solutions of anti-symmetric and persymmetric matrices about the matrix equation A~TXA=D." @default.
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- W2387308934 date "2005-01-01" @default.
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- W2387308934 title "The least-square solution of the matrix equation A~TXA=D in anti-symmetric and persymmetric matrix" @default.
- W2387308934 hasPublicationYear "2005" @default.
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