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Physical Sciences and Engineering Mathematics Analysis

UPC condition in polynomially bounded o-minimal structures

Article ID Journal Published Year Pages File Type
9500873 Journal of Approximation Theory 2005 9 Pages PDF
Abstract
We prove that UPC condition holds in o-minimal structures generated by some quasi-analytic classes of C∞ functions. We also give a sufficient and necessary condition for a bounded set A⊂R2 definable in some polynomially bounded o-minimal structure to be UPC.
Keywords
Definable setMarkov's inequality
Related Topics
Physical Sciences and Engineering Mathematics Analysis
Preview
UPC condition in polynomially bounded o-minimal structures
Authors
Rafał Pierzchała,
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Journal
Journal of Approximation Theory
Journal: Journal of Approximation Theory
Related Categories
Definable set
Markov's inequality
Algebra and Number Theory
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Applied Mathematics
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