Grupos de difeomorfismos del círculo
Andrés Navas
Abstract. Group actions on the circle is a broad and active area in
mathematics having many relations with geometry, topology, 1-dimensional
dynamics, geometric group theory, and rigidity theory. This book covers
most of the classical as well as some recent aspects of the theory, mostly
under smoothness assumptions for the action. Some of the topics included
here are the recent generalizations of Denjoy and Sacksteder Theorems in
regularity smaller than C2, and several algebraic obstructions for smooth
group actions on the circle.
mathematics having many relations with geometry, topology, 1-dimensional
dynamics, geometric group theory, and rigidity theory. This book covers
most of the classical as well as some recent aspects of the theory, mostly
under smoothness assumptions for the action. Some of the topics included
here are the recent generalizations of Denjoy and Sacksteder Theorems in
regularity smaller than C2, and several algebraic obstructions for smooth
group actions on the circle.
Yıl:
2007
Yayımcı:
Sociedade Brasileira de Matemática
Dil:
spanish
Sayfalar:
249
Seriler:
Ensaios Matemáticos 13
Dosya:
DJVU, 3.00 MB
IPFS:
,
spanish, 2007
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