The uniform separation property and Banach-Stone theorems for lattice-valued Lipschitz functions
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2009-06-01Resumen
Using the uniform separation property of N. Weaver and the uniform joint property, we present in this paper a Lipschitz version of a Banach-Stone-type theorem for lattice-valued continuous functions obtained recently by J. X. Chen, Z. L. Chen and N.-C. Wong.
Palabra/s clave
Vector lattice isomorphism
Lattice-valued Lipschitz function
Banach-Stone theorem
Uniform separation property