Contact
Hoe winkelen bij ons werkt
Bezorging
Winkelgids
Groups Acting on Hyperbolic Space
Harmonic Analysis and Number Theory
Engels
324 b
Retourneren binnen 30 dagen
Klanten kochten ook
/
Gebonden (paperback)
13.56
€
/
Gebonden (paperback)
16.19
€
/
Gebonden (paperback)
122.92
€
/
Gebonden (paperback)
34.01
€
/
Gebonden (paperback)
5.66
€
This book is concerned with discontinuous groups of motions of the unique connected and simply connected Riemannian 3-manifold of constant curva ture -1, which is traditionally called hyperbolic 3-space. This space is the 3-dimensional instance of an analogous Riemannian manifold which exists uniquely in every dimension n :::: 2. The hyperbolic spaces appeared first in the work of Lobachevski in the first half of the 19th century. Very early in the last century the group of isometries of these spaces was studied by Steiner, when he looked at the group generated by the inversions in spheres. The ge ometries underlying the hyperbolic spaces were of fundamental importance since Lobachevski, Bolyai and Gauß had observed that they do not satisfy the axiom of parallels. Already in the classical works several concrete coordinate models of hy perbolic 3-space have appeared. They make explicit computations possible and also give identifications of the full group of motions or isometries with well-known matrix groups. One such model, due to H. Poincare, is the upper 3 half-space IH in JR . The group of isometries is then identified with an exten sion of index 2 of the group PSL(2,
Informatie over het boek
Engels
Geef dit boek vandaag nog cadeau
Dat gaat heel eenvoudig
1 Voeg het boek toe aan je winkelwagentje en selecteer Als cadeau bezorgen 2 Je krijgt van ons per omgaand een voucher 3 Het boek wordt bezorgd op het adres van de ontvangerDit vind je misschien ook interessant
/
Gebonden (paperback)
16.60
€
/
Gebonden (paperback)
27.74
€
/
Gebonden (paperback)
114.62
€
/
Gebonden (harde band)
264.89
€
Hoi! Ik ben Libroamiko, je boekadviseur.
Hoe kan ik je helpen?