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holomorphic function

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holomorphic function [¦häl·ō¦mȯr·fik ′fəŋk·shən]
(mathematics)


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q] denote holomorphic functions C[[x]], or more generally, functions of the form F(x) [equivalent to] [infinity] summation k = 0 [[alpha].
Since the integrand extends to a holomorphic function that exhibits Gaussian decay along the direction of the real axis, we can shift the line of integration from R to R - i x/(2n+1)[sigma] and obtain [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII].
[theta]](N') the space of holomorphic functions on N0 with exponential growth of order [theta] and of minimal type.
 
 
 
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