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Generators for Arithmetic Groups TNVenkataramana School of Mathematics Tata Institute of Fundamental Research Mumbai India venky@mathtifrresin August 30 2010 TNVenkataramana…
Logical Methods in Computer Science Vol 5 3:6 2009 pp 1–35 wwwlmcs-onlineorg Submitted Aug 13 2008 Published Aug 6 2009 RPO SECOND-ORDER CONTEXTS AND λ-CALCULUS ∗ PIETRO…
Documenta Math 739 Arithmetic of Hermitian Forms Goro Shimura Received: May 27 2008 Communicated by Don Blasius Abstract We investigate the following two problems on a hermitian…
Pure and Applied Mathematics Quarterly Volume 2 Number 2 Special Issue: In honor of John H Coates Part 2 of 2 1—31 2006 Arithmetic Fuchsian Groups of Genus Zero D D Long…
Vitae Ken Ono Citizenship: USA Date of Birth: March 20,1968 Place of Birth: Philadelphia, Pennsylvania Education: • Ph.D., Pure Mathematics, University of California at…
Integer Factorization Methods C Koch Overview Modular Arithmetic Division Algorithm and Congruence Residue classes mod n Integers modulo n Arithmetic with integers mod n…
Lattice congruences and Hopf algebras Nathan Reading University of Michigan http:www.math.lsa.umich.edu∼nreading [email protected] 1 Some maps Sn := {permutations of n}.…
A FAMILY OF EISENSTEIN POLYNOMIALS GENERATING TOTALLY RAMIFIED EXTENSIONS IDENTIFICATION OF EXTENSIONS AND CONSTRUCTION OF CLASS FIELDS MAURIZIO MONGE Abstract Let K be a…
THE EISENSTEIN IDEAL WITH SQUAREFREE LEVEL PRESTON WAKE AND CARL WANG-ERICKSON Abstract. We use deformation theory of pseudorepresentations to study the analogue of Mazur’s…
Congruences modulo p between ρ-twisted Hasse-Weil L-values by Daniel Delbourgo and Antonio Lei 2000 Mathematics Subject Classification: Primary 11R23 Secondary 11G40 19B28…
ar X iv :1 10 2 04 28 v1 m at h G R 2 F eb 2 01 1 Higher Finiteness Properties of Reductive Arithmetic Groups in Positive Characteristic: the Rank Theorem Kai-Uwe Bux Ralf…
ON A SECANT DIRICHLET SERIES AND EICHLER INTEGRALS OF EISENSTEIN SERIES BRUCE C. BERNDT AND ARMIN STRAUB Abstract. We consider, for even s, the secant Dirichlet series ψsτ…
Annals of Mathematics, 166 (2007), 293–316 Weyl group multiple Dirichlet series III: Eisenstein series and twisted unstable Ar By B. Brubaker, D. Bump, S. Friedberg, and…
Congruences between modular forms given by the divided β family in homotopy theory MARK BEHRENS1 We characterize the 2-line of the p-local Adams-Novikov spectral sequence…
1 Congruences between Derivatives of Geometric L-Functions David Burns with an appendix by David Burns King Fai Lai and Ki-Seng Tan Abstract We prove a natural equivariant…
A crash course Day 2: Modular Forms Sharon Anne Garthwaite Bucknell University March 2008 Recall ∑ pnqn = ∏ 1− qn−1 ∑ pnq24n−1 = q ∏ 1− q24n −1 = η−124z…
Arithmetic invariants of discrete Langlands parameters Benedict H. Gross∗ Department of Mathematics, Harvard University Cambridge, MA 02138 [email protected] Mark…
Eisenstein series - take II higher rank http:wwwmathhujiacil∼erezla June 19 2006 Let G be a split reductive group over Q GA1 = ∩χ∈X∗G ker χ where X∗G is the lattice…
ar X iv :1 61 2. 08 07 1v 5 m at h. L O 1 2 O ct 2 01 7 On How the Introducing of a New θ Function Symbol Into Arithmetic’s Formalism Is Germane to Devising Axiom Systems…
ON DEFINING INTEGERS AND PROVING ARITHMETIC CIRCUIT LOWER BOUNDS Peter Bürgisser Abstract Let τn denote the minimum number of arithmetic opera- tions sufficient to build…