15 4 Give an example of a function f which is holomorphic and not identically zero in D(0 1) and such that the set of limit points of Z(f) is 1,i 15 4 Give an example of a function f which is holomorphic and not identically zero in D(0 1) and such that the set of limit points of Z(f) is 1,i ...

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Introduction to Real Analysis

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Authors: Robert G. Bartle, Donald R. Sherbert

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15.4 Give an example of a function f which is holomorphic and not identically zero in...

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15.4 Give an example of a function f which is holomorphic and not identically zero in D(0; 1) and such that the set of limit points of Z(f) is {1,i}. 15.4 Give an example of a function f which is holomorphic and not identically zero in D(0; 1) and such that the set of limit points of Z(f) is {1,i}.

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Introduction to Real Analysis

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