 Residue at infinity (source code)

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= Residue at infinity
{wiki=Residue_at_infinity}

In complex analysis, the concept of residue at infinity relates to the behavior of a meromorphic function as the variable approaches infinity. To understand this, consider a meromorphic function \\( f(z) \\), which is a complex function that is analytic on the entire complex plane except for isolated poles.

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