Author: Panagiotis
22
Aug
In
[1, p. 35 exercise 2.18] we are asked to prove that the inverse of a complex matrix
may be found by first inverting
to yield
and then letting
.
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Author: Panagiotis
16
Aug
In
[1, p. 35 exercise 2.17] we are asked to verify the alternative expression
[1, p. 33 (2.77)] for a hermitian function.
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Author: Panagiotis
12
Aug
In
[1, p. 35 exercise 2.16] we are asked to verify the formulas given for the complex gradient of a hermitian and a linear form
[1, p. 31 (2.70)]. To do so, we are instructed to decompose the matrices and vectors into their real and imaginary parts as
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