Units in Skew Fields (Progress in Mathematics) de Ernst Kleinert

Units in Skew Fields: Progress in Mathematics, cartea 186

Ernst Kleinert

This book is devoted to a study of the unit groups of orders in skew fields, finite dimensional and central over the rational field; it thereby belongs to the field of noncommutative arithmetic. Its purpose is a synopsis of results and methods, including full proofs of the most important results. It is addressed to researchers in number theory and arithmetic groups.

Citește tot Restrânge

Toate formatele și edițiile

	Preț	Express
Paperback (1)	362^.15 lei 6-8 săpt.
Birkhäuser Basel – 29 oct 2012	362^.15 lei 6-8 săpt.
Hardback (1)	551^.85 lei 6-8 săpt.
Birkhauser – 31 mar 2000	551^.85 lei 6-8 săpt.

Din seria Progress in Mathematics

24%

Preț: 883^.02 lei
Preț: 141^.14 lei
18%

Preț: 720^.26 lei
9%

Preț: 829^.46 lei
18%

Preț: 682^.23 lei
24%

Preț: 1053^.06 lei
15%

Preț: 577^.71 lei
15%

Preț: 558^.45 lei
18%

Preț: 700^.55 lei
Preț: 377^.48 lei
Preț: 380^.09 lei
Preț: 375^.44 lei
Preț: 362^.51 lei
18%

Preț: 701^.32 lei
15%

Preț: 627^.31 lei
15%

Preț: 624^.14 lei
18%

Preț: 863^.10 lei
Preț: 370^.46 lei
Preț: 376^.17 lei
Preț: 364^.19 lei
15%

Preț: 511^.16 lei
15%

Preț: 618^.03 lei
15%

Preț: 625^.57 lei
Preț: 366^.76 lei
Preț: 377^.48 lei
Preț: 383^.38 lei
15%

Preț: 672^.25 lei
Preț: 451^.16 lei
Preț: 371^.20 lei
18%

Preț: 867^.63 lei
18%

Preț: 771^.22 lei
15%

Preț: 615^.35 lei
18%

Preț: 1085^.89 lei
15%

Preț: 475^.06 lei
15%

Preț: 563^.17 lei
18%

Preț: 1287^.84 lei

Cuprins

0 Basic Facts.- 1 Hey’s Theorem and Consequences.- 2 Siegel-Weyl Reduction Theory.- 3 The Tamagawa Number and the Volume of G(?)/G(?).- 3.1 Statement of the main result.- 3.2 Proof of 3.1.- 3.3 The volume of G(?)/G(?).- 4 The Size of ?.- 4.1 Statement of results.- 4.2 Proofs.- 5 Margulis’ Finiteness Theorem.- 5.1 The Result.- 5.2 Amenable groups.- 5.3 Kazhdan’s property (T).- 5.4 Proof of 5.1; beginning.- 5.5 Interlude: parabolics and their opposites.- 5.6 Continuation of the proof.- 5.7 Contracting automorphisms and the Moore Ergodicity theorem.- 5.8 End of proof.- 5.9 Appendix on measure theory.- 6 A Zariski Dense and a Free Subgroup of ?.- 7 An Example.- 8 Problems.- 8.1 Generators.- 8.2 The congruence problem.- 8.3 Betti numbers.- References.