September 2010
Intermediate to advanced
226 pages
6h 21m
English
Appendix A
Formula Derivation in Chapter 5
The derivation of Eq. (5.24) is as follows:

(A.1) 
Therefore,
(A.2) ![]()
where
(A.3) ![]()
and
(A.4) 
The derivation of Eq. (5.36) is as follows:
(A.5) 
Thus,

(A.6) 
Therefore,
(A.7) 
where
.
and
are the real and the imaginary part of .
The derivation of Eq. (5.37) ...
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