Algebraic Reflexivity of Non-Canonical Isometries on Lipschitz Spaces

Algebraic Reflexivity of Non-Canonical Isometries on Lipschitz Spaces

Let Lip([0,1]) be the Banach space of all Lipschitz complex-valued functions f on [0,1], equipped with one of the norms: ∥f∥σ=|f(0)|+∥f′∥L∞ or ∥f∥m=max{|f(0)|,∥f′∥L∞}, where ∥⋅∥L∞ denotes the essential supremum norm. It is known that the surjective linear isometries of such spaces are integral opera...

書誌詳細
主要な著者:	Jiménez-Vargas, Antonio, Ramírez, María Isabel
フォーマット:	info:eu-repo/semantics/article
言語:	English
出版事項:	MDPI 2021
主題:	algebraic reflexivity topological reflexivity isometry group Lipschitz function Gleason–Kahane–Zelazko theorem
オンライン･アクセス:	http://hdl.handle.net/10835/11923

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