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- W2254032010 abstract "Consider an integral Brakke ow ( t), t2 [0;T ] inside some ball in Euclidean space. If 0 has small height, its measure does not deviate too much from that of a plane and if T is non-empty, than Brakke’s local regularity theorem yields that ( t) is actually smooth and graphical inside a smaller ball for times t2 (C;T C) for some constant C. Here we extend this result to times t2 (C;T ). The main idea is to prove that a Brakke ow that is initially locally graphical with small gradient will remain graphical for some time." @default.
- W2254032010 created "2016-06-24" @default.
- W2254032010 creator A5054260579 @default.
- W2254032010 date "2016-01-25" @default.
- W2254032010 modified "2023-09-27" @default.
- W2254032010 title "A new version of Brakke's local regularity theorem" @default.
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