Weakly {1}-complete manifold and Levi problem
نویسندگان
چکیده
منابع مشابه
Pseudoconvextty and the Problem of Levi
The Levi problem is a very old problem in the theory of several complex variables and in its original form was solved long ago. However, over the years various extensions and generalizations of the Levi problem were proposed and investigated. Some of the more general forms of the Levi problem still remain unsolved. In the past few years there has been a lot of activity in this area. The purpose...
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Is a complex space X which is the union of an increasing sequence X1 ⊂ X2 ⊂ X3 ⊂ · · · of open Stein subspaces itself a Stein space ? From the begining this question has held great interest in Stein theory. The special case when {Xj}j≥1 is a sequence of Stein domains in I C n had been proved long time ago by Behnke and Stein [2]. In 1956, Stein [13] answered positively the question under the ad...
متن کاملMechanical proofs of the Levi commutator problem
This note presents purely mechanical proofs of the Levi commutator problem in group theory. The problem was solved first by using the theorem prover EQP, developed by William McCune at the Argonne National Laboratory. The fastest proof was found by using Peers-mcd, the Clause-Diffusion parallelization of EQP, developed by the author at the University of Iowa. 1 The Levi commutator problem The L...
متن کاملThe Levi Problem in C: a Survey
We discuss domains of holomorphy and several notions of pseudoconvexity (drawing parallels with the corresponding concepts from geometric convexity), and present a mostly selfcontained solution to the Levi problem. We restrict our attention to domains of C. Full text
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ژورنال
عنوان ژورنال: Publications of the Research Institute for Mathematical Sciences
سال: 1981
ISSN: 0034-5318
DOI: 10.2977/prims/1195186709