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Book Categories |
Notation | ||
1 | Visible and invisible structures on infinite-dimensional groups | 1 |
2 | Spinor representation | 19 |
3 | Representations of the complex classical categories | 68 |
4 | Fermion Fock space | 100 |
5 | The Weil representation: finite-dimensional case | 126 |
6 | The Weil representation: infinite-dimensional case | 157 |
7 | Representations of the group of diffeomorphisms of a circle with highest weight | 202 |
8 | The heavy groups | 250 |
9 | Infinite-dimensional classical groups and almost-invariant structures | 293 |
10 | Some algebraic constructions of measure theory | 342 |
Appendix A: The real classical categories | 373 | |
Appendix B: Simple complexes, hinges and boundaries of symmetric spaces | 378 | |
Appendix C: Boson-fermion correspondence | 382 | |
Appendix D: Univalent functions. The Grunsky operator | 385 | |
Appendix E: Characteristic Livsic function | 388 | |
Appendix F: Examples, counterexamples, notes | 391 | |
References | 398 | |
Index | 415 |
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Add Categories of Symmetries and Infinite-Dimensional Groups, There are many types of infinite-dimensional groups, most of which have been studied separately from each other since the 1950s. It is now possible to fit these apparently disparate groups into one coherent picture. With the first explicit construction of, Categories of Symmetries and Infinite-Dimensional Groups to the inventory that you are selling on WonderClubX
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Add Categories of Symmetries and Infinite-Dimensional Groups, There are many types of infinite-dimensional groups, most of which have been studied separately from each other since the 1950s. It is now possible to fit these apparently disparate groups into one coherent picture. With the first explicit construction of, Categories of Symmetries and Infinite-Dimensional Groups to your collection on WonderClub |