Local bi-Lipschitz classification of \(2\)-dimensional semialgebraic sets (Q2705865)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Local bi-Lipschitz classification of \(2\)-dimensional semialgebraic sets |
scientific article |
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19 March 2001
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semialgebraic set
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subanalytic set
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Lipschitz equisingularity
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Local bi-Lipschitz classification of \(2\)-dimensional semialgebraic sets (English)
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The author presents the classification of 2-dimensional semialgebraic and subanalytic singularities from the bi-Lipschitz viewpoint. An important bi-Lipschitz invariant defined by the author is so-called canonical Hölder complex. The principal part of the paper is section 8, where the classification theorem is proved.
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0.87921226
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0.86963606
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0.8669017
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0.86611986
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