Blow-analytic equivalence versus contact bi-Lipschitz equivalence

Lev Birbrair; Alexandre Fernandes; Vincent Grandjean; Terence Gaffney

doi:10.2969/jmsj/74237423

Journal of the Mathematical Society of Japan

Online ISSN : 1881-1167
Print ISSN : 0025-5645
ISSN-L : 0025-5645

Blow-analytic equivalence versus contact bi-Lipschitz equivalence

Lev Birbrair, Alexandre Fernandes, Vincent Grandjean, Terence Gaffney

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Keywords: blow-analytic, bi-Lipschitz, contact equivalence, blowing-up, pizza, width, Hsiang and Pati

JOURNAL FREE ACCESS

2018 Volume 70 Issue 3 Pages 989-1006

DOI https://doi.org/10.2969/jmsj/74237423

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Abstract

The main result of this note is that two blow-analytically equivalent real analytic plane function germs are sub-analytically bi-Lipschitz contact equivalent.

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