If a holomorphic function has an infinite sequence of zeroes with an accumulation point, then it is identically zero.
Source: tatoeba (13600320)
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If a holomorphic function has an infinite sequence of zeroes with an accumulation point, then it is identically zero.
Source: tatoeba (13600320)
A holomorphic function can be expressed as a convergent power series in a neighborhood of any point in its domain.
Source: tatoeba (13627667)
If two holomorphic functions with the same domain agree at infinitely many points in a bounded set, then they are identical.
Source: tatoeba (13627669)
Holomorphic functions have several agreeable properties, making them easy to work with.
Source: tatoeba (13627671)
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