Pole (complex analysis)/Related Articles: Difference between revisions
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Revision as of 18:37, 11 January 2010
- See also changes related to Pole (complex analysis), or pages that link to Pole (complex analysis) or to this page or whose text contains "Pole (complex analysis)".
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- Augustin-Louis Cauchy [r]: (1789 – 1857) prominent French mathematician, one of the pioneers of rigor in mathematics and complex analysis. [e]
- Dirichlet character [r]: A group homomorphism on the multiplicative group in modular arithmetic extended to a multiplicative function on the positive integers. [e]
- Gamma function [r]: A mathematical function that extends the domain of factorials to non-integers. [e]
- Isolated singularity [r]: A point at which function of a complex variable is not holomorphic, but which has a neighbourhood on which the function is holomorphic. [e]
- Meromorphic functions [r]: Function of complex variables which is analytic in its domain of definition save at a finite number of points which are poles. [e]
- Pole (disambiguation) [r]: Add brief definition or description
- Removable singularity [r]: A singularity of a complex function which can be removed by redefining the function value at that point. [e]
- Residue (mathematics) [r]: Complex number which describes the behavior of line integrals of a meromorphic function around a singularity. [e]
- Wiener-Ikehara theorem [r]: A Tauberian theorem used in number theory to relate the behaviour of a real sequence to the analytic properties of the associated Dirichlet series. [e]