Distance between a maximum modulus point and zero set of an entire function
Date
2003-07
Authors
Ostrovskii, I.
Üreyen, A. E.
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Abstract
Let f be an entire function of finite positive order. A maximum modulus point is a point w such that j fðwÞj maxfjfðzÞj: jzjjwjg. We obtain lower bounds for the distance between a maximum modulus point w and the zero set of f. These bounds are valid for all sufficiently large values of jwj.
Source Title
Complex Variables
Publisher
Taylor & Francis
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Keywords
Entire function, Order, Proximate order, Strong proximate order, Type
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English