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A NECESSARY AND SUFFICIENT CONDITION THAT BIHOLOMORPHIC MAPPINGS ARE STARLIKE ON A CLASS OF REINHARDT DOMAINS

A NECESSARY AND SUFFICIENT CONDITION THAT BIHOLOMORPHIC MAPPINGS ARE STARLIKE ON A CLASS OF REINHARDT DOMAINS
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摘要 This paper studies the Reinhardt domains B defined as(?)The Schwartz lemma for B is established.Using it the authors give a necessary andsu fficient condition that a local biholomorphic mapping from B to C<sup>n</sup> is starlike.It isreduced to the Suffridge’s theorem in the case p<sub>1</sub>=p<sub>2</sub>=…=p<sub>n</sub>】1. This paper studies the Reinhardt domains B defined as [GRAPHICS] The Schwartz lemma for B is established. Using it the authors give a necessary and sufficient condition that a local biholomorphic mapping from B to C(n) is starlike. It is reduced to the Suffridge's theorem in the case p1 = p2 = ... = p(n) > 1.
出处 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 1992年第1期95-104,共10页 数学年刊(B辑英文版)
基金 Projects supported by the National Natuzal Science Foundation of China
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