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Random Arithmetic Formulas can be Reconstructed Efficiently Full Version Ankit Gupta ∗ Neeraj Kayal † Youming Qiao ‡ November 30 2012 Abstract Informally stated we…
ARITHMETIC PROGRESSIONS OF LENGTH THREE IN SUBSETS OF A RANDOM SET YOSHIHARU KOHAYAKAWA†, TOMASZ LUCZAK‡ and VOJTĚCH RÖDL* Abstract. For integers 1 ≤ M ≤ n, let…
ACTA ARITHMETICA LXXV2 1996 Arithmetic progressions of length three in subsets of a random set by Yoshiharu Kohayakawa São Paulo Tomasz Łuczak Poznań and Atlanta Ga and…
ECC 1008 – ESTRUTURAS DE CONCRETO BLOCOS SOBRE ESTACASBLOCOS SOBRE ESTACAS (Continuação) Prof. Gerson Moacyr Sisniegas Alva DETALHAMENTO DAS ARMADURAS PRINCIPAIS estacaestaca…
Finite element methods for elliptic PDEs on surfaces Klaus Deckelnick, Otto–von–Guericke–Universität Magdeburg 3rd Workshop Analysis, Geometry and Probability Universität…
ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION AND Λ-STRUCTURES Lance Rory Gurney July 2015 Thesis submitted for the degree Doctor of Philosophy of the Australian National…
Torsion points on elliptic curves and modular polynomial symmetries Semjon Adlaj CCRAS, Moscow, Russia The joined MSU-CCRAS Computer Algebra Seminar September 24, 2014 �A…
A Survey of Arithmetic Applications of Capacity Theory Robert Rumely Banff International Research Station The Geometry Algebra and Analysis of Algebraic Numbers October 8…
Sage 9.1 Reference Manual: Arithmetic Subgroups of SL2Z Release 9.1 The Sage Development Team May 21, 2020 CONTENTS 1 Arithmetic subgroups finite index subgroups of SL2Z…
December 5, 2013 Families of Fast Elliptic Curves from Q-curves Benjamin Smith (INRIA & École polytechnique) E : y2 = x3 + Ax + B an ordinary elliptic curve over Fp,…
Introduction to research seminar: Fast methods for solving elliptic PDEs P.G. Martinsson Department of Applied Math University of Colorado at Boulder Consider for a moment…
LECTURE NOTES L. CAFFARELLI 1. Second Order Elliptic Equations When learning complex analysis, it was a remarkable fact that the real part, u, of an analytic function, because…
MIN-MAX FORMULAS FOR NONLOCAL ELLIPTIC OPERATORS NESTOR GUILLEN AND RUSSELL W. SCHWAB Abstract. In this work, we give a characterization of Lipschitz operators on spaces…
A problem of Linnik for elliptic curves and mean-value estimates for automorphic representations W. Duke∗and E. Kowalski With an appendix by D. Ramakrishnan 1 Introduction…
Elliptic Curves: complex multiplication, application, and generalization Marco Streng Universiteit Leiden Mathematics Colloquium Universiteit Utrecht 12th December 2013 Marco…
r Parabolic, DEs (4-1) (4-2) ui 1– n+ ) ∆t x)2 --------- 1 2 ---≤ Page 4-1 Chapter 4 Numerical Techniques fo Elliptic, and Hyperbolic P 4-1 Parabolic PDEs in 1D (1)…
ar X iv :1 70 7 06 46 9v 1 m at h Q A 2 0 Ju l 2 01 7 ELLIPTIC QUANTUM GROUPS AND THEIR FINITE–DIMENSIONAL REPRESENTATIONS SACHIN GAUTAM AND VALERIO TOLEDANO LAREDO Abstract…
Elliptic operators §1 Differential operators on Rn Let U be an open subset of Rn and let Dk be the differential operator, 1√ −1 ∂ ∂xk . For every multi-index, α…
Primes in arithmetic progressions to large moduli James Maynard University of Oxford Second Symposium in Analytic Number Theory Cetraro July 2019 James Maynard Primes in…
CONVERGENCE OF MEASURES ON COMPACTIFICATIONS OF LOCALLY SYMMETRIC SPACES CHRISTOPHER DAW ALEXANDER GORODNIK AND EMMANUEL ULLMO Abstract We conjecture that the set of homogeneous…