| FrontmatterDownload pp. i–v |
| PrefaceDownload pp. vii–xxv |
| ContentsDownload pp. xxvii–xxxii |
1 | Introduction and Preliminariespp. 1–34 |
2 | Regular representations of groups B0N and B0Zpp. 35–109 |
3 | Quasi-regular representations of the groups B0N, B0Z, and G=Bor0Npp. 111–216 |
4 | Quasi-regular representations of B0N, product of m-dimensional Gaussian measurespp. 217–262 |
5 | Elements of the modular theory for regular representationspp. 263–281 |
6 | von Neumann algebras generated by the regular representationspp. 283–343 |
7 | Induced representationspp. 345–384 |
8 | Description of the dual for the groups B0N and B0Z. First stepspp. 385–388 |
9 | Ismagilov conjecture over a finite field Fppp. 389–478 |
10 | Irreducibility of the Koopman representations of GL0(2∞,R)pp. 479–521 |
11 | Regular representations of non-matrix infinite-dimensional groupspp. 523–531 |
12 | How to construct a triple (G,G,μ) for an infinite-dimensional group G?pp. 533–538 |
| Bibliographypp. 539–549 |
| Indexpp. 551–555 |