FUCHSIAN GROUPS KATOK PDF

Fuchsian groups, geodesic flows on surfaces of constant negative curvature and symbolic coding of geodesics. Svetlana Katok. Dedicated to the memory of my. Fuchsian Groups by Svetlana Katok, , available at Book Depository with free delivery worldwide. Fuchsian Groups has 6 ratings and 0 reviews. This introductory text provides a thoroughly modern treatment of Fuchsian groups that addresses.

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This book is not yet featured on Listopia. The modular group and its subgroups 5. Lee rated it really liked it Jan 23, There may, however, be limit points on the real axis. That is, any one of these three can serve as a definition of a Fuchsian group, the others following as theorems. Public Private login e.

In the latter case, there are two types:. Be the first to add this to a list. Check out the top books of the year on our page Best Books of James Mccarron added it Sep 01, The type of a Fuchsian group need not be the same as its type when considered as a Kleinian group: To ask other readers questions about Fuchsian Groupsplease sign up.

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Fuchsian Groups by Svetlana Katok

The limit set of [ ] 3. Product details Format Paperback pages Dimensions x x Gareth Speight rated it liked it Jun 25, Torsion-free Modules Eben Matlis. groupd

University of Sydney Library. Elementary groups Exercises for Chapter 2 3.

Fuchsian Groups, Katok

This single location in Western Australia: Rising III rated it really liked it Jun 03, The Calculus Otto Toeplitz. More Concise Algebraic Topology J. The University of Sydney.

None of your libraries hold this item. Discrete and properly discontinuous groups 2. University of Chicago Press, c Series Chicago lectures in mathematics series Chicago lectures in mathematics Subjects Fuchsian groups.

Fuchsian Groups

The Dirichlet region 3. A basic example of lattices in semisimple groups, Fuchsian groups have extensive connections to the theory of a single complex variable, number theory, algebraic and differential geometry, topology, Lie theory, representation theory, and group theory.

Connection with Riemann surfaces and homogeneous spaces Exercises for Fucsian 3 4. A basic example of lattices in semisimple groups, Fuchsian groups have extensive connections to the theory of a single complex variable, number theory, algebraic and differential geometry, topology, Lie theory, re This introductory text provides a thoroughly modern treatment of Fuchsian groups that addresses both the classical material and recent developments in the field.

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Compactness of [ ] for Fuchsian groups derived from division quaternion algebras 5. Fuchsian groups are used to create Fuchsian models of Riemann surfaces. Sam Pov marked it as to-read Jan 31, Fuchsian groups of the first kind 4. Isometric circles and the Ford fuchsin region 3. Definition of a fundamental region 3. Pierre de la Harpe.