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Questions on dealing with series data and constructing power series expansions of functions.

2 votes

Trying to get a Laurent expansion of a symbolic function

A more mechanical way of finding Laurant series can be done as follows $Assumptions = {0 < a < r, 0 < r < b}; f[a_, b_, n_][z_] = 1/(2 \[Pi] I) (a - b)/((z - a) (z - b)) z^(-n - 1) g[a_, b_, r_, n_] …
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