This volume contains refereed and updated versions of papers presented at the International Conference on Algebra and Number Theory held on the occasion of the silver jubilee of the School of Mathematics and Computer/Information Science at the University of Hyderabad, India. There are three survey articles on the cyclicity problem for division algebras, one on Ramanujan graphs and supplementary zeroes of p-adic L functions of modular forms. Three articles announce results, which are to appear elsewhere. There are eighteen original contributions.
The theme in the section on Algebra centres on recent work on Quadratic Forms and Division Algebras though there are also papers on Modules of Witt vectors, the Hodge-Tate conjecture, Calabi-Yau manifolds and Moduli stacks of vector bundles.
The section on Number Theory centres on Automorphic Forms and Representations; however, here again there are papers on other themes pertaining to Elliptic curves and transcendental number theory.
This volume should be useful to young researchers especially those interested in recent developments in Algebra and Number Theory.
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Hardbound. Zustand: As New. New. Contents I. Algebra 1. Fields of cohomological dimension one versus C1 fields/J.L. Colliot Thelene. 2. Modules of Witt vectors/Friedrich Ischebeck and Volker Kokot. 3. On horizontal invariants attached to quadratic forms/Bruno Khan. 4. On the dimension and other numerical invariants of algebras and vector products/Larissa Cadorin Max Albert Knus and Markus Rost. 5. Purity for multipliers/Ivan Panin. 6. Quotients of En by an+1 and Calabi Yau manifolds/Kapil Paranjpe and Dinakar Ramakrishnan. 7. A generalized Hodge Tate conjecture for algebraic varieties with totally degenerate reduction over p adic fields/Wayne Raskind. 8. The cyclicity question/David J. Saltman. 9. Modulii stacks of vector bundles and Frobenius morphisms/Frank Neumann and Uhlrich Stuhler. 10. On the length of a quadratic form/R. Parimala and V. Suresh. 11. Division algebras over rational function fields in one variable/L.H. Rowen A.S. Sivatski and J.P. Tignol. II. Number theory 1. Distinguished non Archimedian representations/U.K. Anandavardhanan. 2. Zeros supplementaires de fonctions L p adiques de formes modulaires/Pierre Colmez. 3. The cyclotomic trace map and values of zeta functions/Thomas Geisser. 4. Ordinary forms and their local Galois representations/Eknath Ghate. 5. Supercuspidal representations and symmetric spaces/Jeffrey Hakim. 6. Overconvergent p adic Siegel modular forms/King Fai Lai and Chun Lai Zhao. 7. Splitting of abelian varieties a new local global problem/V. Kumar Murty. 8. Ramanujan graphs and zeta functions/M. Ram Murty. 9. Recovering modular forms and representations from tensor and symmetric powers/C.S. Rajan. 10. On restriction of admissible representations/Kaoru Hiraga and Hiroshi Saito. 11. Fine Selmer groups for elliptic curves with complex multiplication/J. Coates and R. Sujatha. 12. Variations on the six exponential theorem/Michael Waldschmidt. Appendix Periods on the Kummer Surface Hironori Shiga. On the p adic absolute CM Period symbol/Tomokazu Kashio and Hiroyuki Yoshida. This volume contains refereed and updated versions of papers presented at the International Conference on Algebra and Number Theory held on the occasion of the silver jubilee of the school of mathematics and computer/Inf. Science at the University of Hyderabad India. There are three survey articles one on the cyclicity problem for division algebras one on Ramanujan graphs and one on supplementary zeroes of p adic L functions of modular forms. Three articles announce results which are to appear elsewhere. There are eighteen original contributions. Quadratic forms and division algebras on the one hand automorphic forms and representations on the other hand are the main topics represented in these proceedings. Other themes include Algebraic Geometry Elliptic Curves and Transcendental Number Theory. 399 pp. Artikel-Nr. 55773
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