我有個兩個matrix (in real numbers) A = [a11 a12; a21 a22]; invertible B = [b11 b12; b21 b22]; invertible Ax = C; then x = A^-1*C A每個element aij converges to bij, say when n->oo 咁x 係會"converge" to x = B^-1*C?? maybe trivial? yes, matrix inverse is continuous 雀神:^(
我有個兩個matrix (in real numbers) A = [a11 a12; a21 a22]; invertible B = [b11 b12; b21 b22]; invertible Ax = C; then x = A^-1*C A每個element aij converges to bij, say when n->oo 咁x 係會"converge" to x = B^-1*C?? maybe trivial? yes, matrix inverse is continuous
我有個兩個matrix (in real numbers) A = [a11 a12; a21 a22]; invertible B = [b11 b12; b21 b22]; invertible Ax = C; then x = A^-1*C A每個element aij converges to bij, say when n->oo 咁x 係會"converge" to x = B^-1*C?? maybe trivial?
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計劃轉去外國PhD:^( 巴打讀咩去邊:^( civil，首選劍大 :^(
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:^( :^( :^( :^(
:^( :^( :^( :^( :^(
:^( :^( :^( :^( :^( :^(
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