Zero of a holomorphic function

Zero of a holomorphic function
Tag	`00GC8ZQP4Q`
URI	`m2://00GC8ZQP4Q`
Aliases	`zero`, `root-of-a-function`
Kind	concept
Writing	W0 stub
MSC	30C15

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Summary

A zero of a holomorphic function $f$ is a point $z_0$ with $f(z_0) = 0$ , see the definition. The zeros of a holomorphic function that is not identically zero on a domain are isolated, and each has a finite order.

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Sources

Web https://en.wikipedia.org/wiki/Zeros_and_poles, Definitions

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Definitions

Zero of a holomorphic function 0CEGEASY49