JOURNAL ARTICLE

Ideals in big Lipschitz algebras of analytic functions

Thomas Vils Pedersen

Year: 2004 Journal:   Studia Mathematica Vol: 161 (1)Pages: 33-59   Publisher: Polish Academy of Sciences

Abstract

For $0<\gamma\le1$, let ${\mit\Lambda}_{\gamma}^+$ be the big Lipschitz algebra of functions analytic on the open unit disc ${\mathbb D}$ which satisfy a Lipschitz condition of order $\gamma$ on $\overline{\mathbb D}$. For a closed set $E$ on the unit ci

Keywords:
Lipschitz continuity Mathematics Unit (ring theory) Order (exchange) Open set Pure mathematics Set (abstract data type) Lambda Combinatorics Algebra over a field Discrete mathematics Mathematics education Physics

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14
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0.57
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Citation History

Topics

Advanced Banach Space Theory
Physical Sciences →  Mathematics →  Mathematical Physics
Advanced Topology and Set Theory
Physical Sciences →  Mathematics →  Geometry and Topology
Optimization and Variational Analysis
Physical Sciences →  Computer Science →  Computational Theory and Mathematics

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