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Title

JULIA SET OF RADICAL FUNCTIONS

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Abstract

 IN THIS PAPER WE WANT TO STUDY THE JULIA SET OF FUNCTION ÖZN+C WHERE C=1,- 1. BY STUDING THE PROPERTIES OF THIS SET WE UNDERSTAND THE JULIA SET FOR DIFFERENT VALUES OF N HAVE DIFFERENT BEHAVIOR. AND THE CASE N=2 IS A QUITE DIFFERENT THE CASE N>2.FOR N>2 THE JULIA SET HAVE N CUSPS BUT THE CASE N=2 IS DISTINCT FROM N>2. AND WHEN N! 1, THE JULIA SET BECOMES A CIRCLE.

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