Title of article
Cantor sets constructed by infinitely renormalizable diffeomorphisms
Author/Authors
Sumi، نويسنده , , Naoya، نويسنده ,
Issue Information
دوماهنامه با شماره پیاپی سال 1996
Pages
14
From page
43
To page
56
Abstract
The notion of infinitely renormalizable diffeomorphisms is given. It is discussed that the regularity of such diffeomorphisms is closely related to Hausdorff dimension of certain Cantor sets, and checked moreover that it is not possible to construct such diffeomorphism with C3 under our definition.
Keywords
Topological entropy , Kupka-Smale diffeomorphism , Hِlder exponent , Minimal set , Hausdorff dimension
Journal title
Topology and its Applications
Serial Year
1996
Journal title
Topology and its Applications
Record number
1578948
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