Commensurabilities among lattices in PU (1,n) / Pierre Deligne and G. Daniel Mostow
1993, 1st edition. Princeton, N.J. : Princeton University Press. Fine paperback copy. Particularly and surprisingly well-preserved; tight, bright, clean and especially sharp-cornered. Item #385069
ISBN: 0691000964
Physical description; 183 pp., illustrations. Notes; Includes bibliographical references (pages 182-183). Contents; 1. Introduction -- 2. Picard Group and Cohomology -- 3. Computations for Q and Q+ -- 4. Lauricella's Hypergeometric Functions -- 5. Gelfand's Description of Lauricella's Hypergeometric Functions -- 6. Strict Exponents -- 7. Characterization of Hypergeometric-like Local Systems -- 8. Preliminaries on Monodromy Groups -- 9. Background Heuristics -- 10. Some Commensurability Theorems -- 11. Another Isogeny -- 12. Commensurability and Discreteness -- 13. An Example -- 14. Orbifold -- 15. Elliptic and Euclidean [mu]'s, Revisited -- 16. Livne's Construction of Lattices in PU(1,2) -- 17. Line Arrangements of Complex Reflection Groups: Questions. Subjects; Hypergeometric functions. Monodromy groups. Lattice theory. Mathematics.
Price: €14.95