The cauchy-kowalewski theorem for pseudoholomorphic functions in conical domains
作者:
U. Yüksel,
期刊:
Complex Variables, Theory and Application: An International Journal
(Taylor Available online 1996)
卷期:
Volume 31,
issue 4
页码: 299-304
ISSN:0278-1077
年代: 1996
DOI:10.1080/17476939608814968
出版商: Gordon and Breach Science Publishers
关键词: Cauchy-Kowalewski theorem;pseudoholomorphic functions;associated operators;30G20;35A10
数据来源: Taylor
摘要:
It has been proved in the paper [4] that provided a space of pseudoholomorphic functions is given, one can construct operatorsLsuch that the initial value problem of Cauchy-Kowalewski typeturns out to be solvable by the abstract Cauchy-Kowalewski theorem in any case. Moreover the solution belongs to the associated space defined by the ordinary differential equation of the formwheredenotes theE-derivative of theE-pseudoholomorphic function ω − ω(t, z) in the sense of Bers [1], and α(z) and β(z) are to be chosen suitably.
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