題目: Let A and B be two complex-valued matrices of size (m*n) with m≠n
.Assume that A has full row-rank.Find an (m*m) matrix T such that
C = TA-B and the value of
m n 2
ΣΣ |C_i,j|
i=1j=1
is minimized, where C_i,j is the (i,j)th entry of matrix C and|C_i,j|
is the ordinary absolute norm of complex number C_i,j
問題:請問各位大大這題要如何下手呢?? 煩請解答 感謝
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