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Compact Endomorphisms in Lipschitz Algebras by Bryant Canseco is a document available to read on EtoBox.

This document discusses compact endomorphisms of certain analytic Lipschitz algebras. It begins with an introduction and preliminaries on endomorphisms of Banach algebras and Lipschitz algebras. It then examines two specific cases: 1) For the algebra LipA(X,α) of Lipschitz functions on a compact plane set X, an endomorphism induced by a self-map φ is compact if φ is constant or maps X into the interior of X. 2) For the algebra Lipn(X,α) of n-times differentiable Lipschitz functions, a necessary and suffi

Author

Bryant Canseco

Language

EN