Publication

The Myers-Steenrod Theorem For Finsler Manifolds Of Low Regularity

Marc Troyanov
2017
Journal Articles

Abstract

We prove a version of Myers-Steenrod's theorem for Finsler manifolds under the minimal regularity hypothesis. In particular we show that an isometry between C-k,C-alpha-smooth (or partially smooth) Finsler metrics, with k + alpha > 0, k is an element of N boolean OR {0}, and 0

Official source

https://infoscience.epfl.ch/entities/publication/32d7bc8b-5d39-4be4-9ee6-f52c2c6cb566

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The Myers-Steenrod Theorem For Finsler Manifolds Of Low Regularity

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