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Constructing Selections Stepwise Over Skeletons of Nerves of Covers by Gutev, Valentin is a scholarly article available to read on EtoBox.

What is Constructing Selections Stepwise Over Skeletons of Nerves of Covers about?

It is given a simplified and self-contained proof of the classical Michael's finite-dimensional selection theorem. The proof is based on approximate selections constructed stepwise over skeletons of nerves of covers. The method is also applied to simplify the proof of the Schepin--Brodsky's generalisation of this theorem.

Author

Gutev, Valentin

Published

2018

Language

EN