Studies on the Levi Problem and the Indicator of Entire Functions in Infinite Dimensional Spaces - Collections

＜Doctoral Thesis＞
Studies on the Levi Problem and the Indicator of Entire Functions in Infinite Dimensional Spaces

	Studies on the Levi Problem and the Indicator of Entire Functions in Infinite Dimensional Spaces
Creator	Creator Name 西原, 賢 Nishihara, Masaru ニシハラ, マサル
Language	English
Academic Year Conferred	1993
Conferring University	九州大学
Conferring University	Kyushu University
Degree	DOCTOR OF SCIENCE
Degree Type	Doctoral Degree by Thesis Only
Publication Type	Version of Record
Access Rights	open access
JaLC DOI	https://doi.org/10.11501/3070071
Related URI	https://dl.ndl.go.jp/info:ndljp/pid/3070071
Table of Contents	Part I On a pseudoconvex domain spread over a complex projective space induced from a complex Banach space with a Schauder basis,(Journal of the mathematical society of Japan,vol.39,No.4,pp.701-717,October,1987.) Part II On the indicator of growth of entire functions of exponential type in infinite dimensional spaces and the Levi problem in infinite dimensional projective spaces,(to appear in Portugaliae mathematica.

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