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LIPSCHITZ STRATIFICATIONS AND GENERIC WINGS
Published online by Cambridge University Press: 08 August 2003
Abstract
The paper shows that, for subanalytic stratifications, Lipschitz equisingularity as defined by Mostowski is preserved after intersection with generic wings, that is, $L$-regularity implies $L^*$-regularity. This was one of the conditions required of a good equisingularity notion by Teissier in his foundational 1974 Arcata paper.
Previous authors have shown that Lipschitz equisingularity is generic, implies bilipschitz triviality, and hence topological triviality, and implies equimultiplicity.
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- The London Mathematical Society 2003
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