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New page: The '''residue calculus''' is a method of definite integration which relies heavily on Cauchy's residue theorem. The idea is to rewrite a definite integral on the real line as ...
The '''residue calculus''' is a method of definite [[integration]] which relies heavily on [[Cauchy's residue theorem]]. The idea is to rewrite a definite integral on the [[real]] line as limit of integrals in the [[complex]] plane which are, in some sense, easier to compute.
Some mathematicians reject the method of residue calculus, as it does not rely on [[elementary proof]]s.
==Example==
(To be provided.)
[[Category:Mathematics]]
[[Category:Calculus]]
Some mathematicians reject the method of residue calculus, as it does not rely on [[elementary proof]]s.
==Example==
(To be provided.)
[[Category:Mathematics]]
[[Category:Calculus]]