| FrontmatterDownload pp. i–iv |
| PrefaceDownload pp. v–vii |
| ContentsDownload pp. ix–xii |
1 | Gaussian integral operatorspp. 1–56 |
2 | Pseudo-Euclidean geometry and groups U(p,q)pp. 57–158 |
3 | Linear symplectic geometrypp. 159–225 |
4 | The Segal–Bargmann transformpp. 226–285 |
5 | Gaussian operators in Fock spacespp. 286–300 |
6 | Gaussian operators. Detailspp. 301–321 |
7 | Hilbert spaces of holomorphic functions in matrix ballspp. 322–380 |
8 | The Cartier modelpp. 381–407 |
9 | Gaussian operators over finite fieldspp. 408–426 |
10 | Classical p-adic groups. Introductionpp. 427–475 |
11 | Weil representation over a p-adic fieldpp. 476–505 |
| Addendumpp. 507–536 |
| Bibliographypp. 537–549 |
| Notationpp. 550–553 |
| Indexpp. 554–560 |