Real Algebraic and Analytic Geometry

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353. Malgorzata Czapla, Wieslaw Pawlucki:
Michael's Theorem for Lipschitz Cells in O-minimal Structures.

e-mail: ,

Submission: 2016, March 3.

Abstract:
A version of Michaelís theorem for multivalued mappings definable in o-minimal structures with M-Lipschitz cell values (M a constant) is proven.

Mathematics Subject Classification (2010): 14P10. Secondary 54C60, 54C65, 32B20, 49J53.

Keywords and Phrases: Michaelís theorem, Lipschitz cell, o-minimal structure.

Full text, 5p.: pdf 164k.


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