February 2006
Intermediate to advanced
595 pages
14h 27m
English
2.3(a) Let us establish the first formula (2.15).
By Taylor’s expansion about the point j, assuming u(x) to be sufficient number of times continuously differentiable, we have
the derivatives being evaluated at the point j.
2.3(d) By Taylor’s expansion
The result follows on simplification.
3.3 Exact solution, obtained by separation of variables is
The values in the first ...
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