We can divide a matrix into blocks, as here, which shows four blocks, the square 2Ã2 and
Question:
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which shows four blocks, the square 2×2 and 1×1 ones in the upper left and lower right, and the zero blocks in the upper right and lower left. Show that if a matrix is such that we can partition it as
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where J and K are square, and Z1 and Z2 are all zeroes, then |T| = |J| ˆ™ |K|.
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Let T be n n let J be p p and let K be q q Apply the permutation expansion formula Because the uppe...View the full answer
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