单词 | Mittag-Leffler's theorem |
释义 | Mittag-Leffler's theorem [`mi´täk `lef·lǝrz ´thir·ǝm] MATHEMATICS A theorem that enables one to explicitly write down a formula for a meromorphic complex function with given poles; for a function f (z ) with poles at z = zi , having order mi and principal parts ![]() the formula is ![]() where the pi(z ) are polynomials, g(z ) is an entire function, and the series converges uniformly in every bounded region where f (z ) is analytic. |
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