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A class of C∞-stable foliations
Published online by Cambridge University Press: 19 September 2008
Abstract
We consider foliations F obtained as the suspension of a linear foliation F0 on n by means of a linear Anosov diffeomorphism A of n keeping F0 invariant. Under suitable conditions on A the foliations F are shown to be C∞-stable, i.e. any differentiable foliation which is C∞-close to F is C∞-conjugated to F. The proof relies on a criterium of stability stated by R. Hamilton.
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- Copyright © Cambridge University Press 1993
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