MuNotes - min | det I M 0 1 1 1 min min | diag 1 , 2 min |...

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in | det 0 M         min 1 min IM  ± 2 1 in | , iag     12 min 1 in | diag iag  ±     min , diag ±  1 max min MU DMD   
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     Re 0 A   00 XA X X A YA Y Y A       0 M M I 10 0 MM MM I       11 0 A TT A T T A T I       X AXA X
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B AB M CD     10 MM j M j I   A P PA C C PB   0 BP DD I   ... 0 AP PA BB
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Arbitrary operator where X = X AB M D   1/2 10 CD X MX M j XM j X        0 AP PA CXC PB
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This note was uploaded on 01/04/2012 for the course CDS 212 taught by Professor Tarraf,d during the Fall '08 term at Caltech.

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MuNotes - min | det I M 0 1 1 1 min min | diag 1 , 2 min |...

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