[分析] 積分和行列式
想請問一下版上大大
以下性質是否成立和能否證明:
考慮A =|a11,a12,....a1n|
|a21,a22,....a2n|
|...,...........|
|an1,an2,....ann|
其中 aij=aij(z)
z 為complex
並考慮B=|b11,b12,....b1n|
|b21,b22,....b2n|
|...,...........|
|bn1,bn2,....bnn|
其中bij=∫aij(z)dz, 路徑無限定
並取DA(z) =det(A)
DB(z) =det(B)
那麼∫DA(z)dz =DB(z)是否成立?
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