Search

Your search keyword '"Chen, Huaihui"' showing total 21 results
Start Over Author "Chen, Huaihui" Search Limiters Full Text
21 results on '"Chen, Huaihui"'

1. The Schwarz-Pick lemma of high order in several variables

Author

Dai, Shaoyu, Chen, Huaihui, and Pan, Yifei

Subjects
Mathematics - Complex Variables
Abstract

We prove a high order Schwarz-Pick lemma for mappings between unit balls in complex spaces in terms of the Bergman metric. From this lemma, Schwarz-Pick estimates for partial derivatives of arbitrary order of mappings are deduced.

Published
2011

9. Products of spherical derivatives and normal functions

Author

Chen Huaihui and Peter Lappan

Subjects
Pure mathematics, Chen, biology, Process (computing), General Medicine, biology.organism_classification, Mathematics
Abstract

Chen and Gu [1] have given some results relating to normal families, and, in this paper, we give versions of these results valid for normal functions. In the process, we improve some of our previous results involving products of certain spherical derivatives as they relate to normal functions. Some examples are given to show the sharpness of our results.

Published
1998

10. Yosida functions and Picard values of integral functions and their derivatives

Author

Chen Huaihui

Subjects
Pure mathematics, General Mathematics, media_common.quotation_subject, Mathematical analysis, Holomorphic function, Function (mathematics), Distribution (mathematics), Order (group theory), Daniell integral, Transcendental number, Value (mathematics), Normality, Mathematics, media_common
Abstract

In this paper we improve and generalise a result of J. Clunie by proving that if f(z) is a transcendental integral function with only zeros of order at least k + 1, then f(k)(z) assumes every finite non-zero complex value infinitely often. Also, the related criterion for normality of a family of holomorphic functions is given, and the value distribution of f2 + afk is discussed.

Published
1996

11. A Maximum Principle for Subharmonic and Plurisubharmonic Functions

Author

Chen Huaihui and Paul M. Gauthier

Subjects
Subharmonic, Subharmonic function, Maximum principle, Simple (abstract algebra), General Mathematics, 010102 general mathematics, Mathematical analysis, Boundary (topology), 010103 numerical & computational mathematics, 0101 mathematics, 01 natural sciences, Mathematics
Abstract

We give a simple description of boundary sets which may be ignored in calculating the maximum of subharmonic or plurisubharmonic functions.

Published
1992

Catalog

Books, media, physical & digital resources
See catalog results