An analytic proof of Frenkel's Lemma
Date Issued
2004
Date
2004
Author(s)
Wang, Shyh-Haur
DOI
en-US
Abstract
The Frenkel's lemma was previously proved by sheaf method. In this paper, we will give an analytic proof of the lemma by using the Bochner-Martinelli-Koppelman integral ormula, a formal identity and the similar technique in solving the equation on a bounded strongly pseudoconvex domain. We solve the equation for a continuous (0,q)-form g on some sequences of domains which approximate the domains in
Frenkel's lemma and then use the solutions to get the solution on the domains in Frenkel's lemma for some degree of q.
Subjects
(無)
Strongly Pseudoconcave
Strongly Pseudoconvex
Type
thesis
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