바이어슈트라스의 곱 정리
Sign in to savetheorem in complex analysis that entire functions can be factorized according to their zeros
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Within Vinony's link graph, 바이어슈트라스의 곱 정리 is referenced by 60 other articles, and connects out to sine and cosine, mathematics and International Standard Book Number.
It sits within the topics Infinite products and Theorems in complex analysis.
Its subject is documented across 17 Wikipedia language editions.
Wikidata facts
- Instance of
- theorem
- Part of
- list of theorems
- Named after
- Karl Weierstraß
Show 3 more facts
- time of discovery or invention
- 1876-01-01
- generalization of
- fundamental theorem of algebra
- maintained by WikiProject
- WikiProject Mathematics
Sources (2)
via Wikidata · CC0
Connections
sine and cosine
Entity
mathematics
Entity
International Standard Book Number
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complex number
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Wayback Machine
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polynomial
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Karl Weierstraß
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sequence
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OCLC, Inc.
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complex analysis
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gamma function
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factorization
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fundamental theorem of algebra
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Jacques Hadamard
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finite set
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complex plane
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zero of a function
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Euler–Mascheroni constant
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holomorphic function
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open set
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