Closed ideals on algebras of analytic functions and algebraic characterization of conformal equivalence of regions
2011
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Advisor: Prof. Dr. Abdullah Çavuş
Abstract (EN)
In this master thesis, it is shown that the principal ideals on analytic function algebras are topological, and the defined characters on analytical function algebras are point characters, and by using the last property , an algebraic characterization of conformal equivalance of two regions on complex plane is given.
Author
Dr. Melek Yayla
How to Cite
Melek Yayla (Master Thesis). Closed ideals on algebras of analytic functions and algebraic characterization of conformal equivalence of regions, 2011, Karadeniz Technical University.
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