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Weyl Sums for Quadratic Roots W Duke J B Friedlander and H Iwaniec 1 Introduction The topic of exponential sums entered firmly into the mainstream of number theory with the…
1 Lesson 3 Linear and Quadratic Inequalities 3A • Inequalities of numbers • Linear inequalities Course I 2 Intervals and Their Graphs lntervals number line…
Improved Average-Case Lower Bounds for DeMorgan Formula Size Matching Worst-Case Lower Bound Ilan Komargodski∗ Ran Raz∗ Avishay Tal∗ Abstract We give a function h :…
Improved Risk Bounds in Isotonic Regression Sabyasachi Chatterjee, Adityanand Guntuboyina∗ and Bodhisattva Sen† Yale University, University of California at Berkeley…
Quadratic Programming G. Cornelis van Kooten REPA Group University of Victoria October 18, 2012 2 Problem specification in matrix notation: Max F(x) = c x + x′ Ω x s.t.…
Introduction The Extended Lee Weight and Its Gray Map Singleton Bounds For Codes Over Zps Kernel and Independence of φL(C) Linearity and Duality of φL(C) References
Simple and explicit bounds for multi-server queues with universal 1 1−ρ and better scaling Yuan Li Georgia Institute of Technology, [email protected] David A. Goldberg…
A Motivated Introduction to Modular Forms Nathan C. Ryan May 3, 2006 Outline of talk: I. Motivating questions II. Ramanujan’s τ function III. Theta Series IV. Congruent…
Annals of Mathematics 0 2006 1–47 Bounds on Faltings’s delta function through covers By Jay Jorgenson and Jürg Kramer* Abstract Let X be a compact Riemann surface of…
Large Deviation Bounds A typical probability theory statement: Theorem The Central Limit Theorem Let X1, . . . ,Xn be independent identically distributed random variables…
Provable Bounds for Learning Some Deep Representations Sanjeev Arora∗ Aditya Bhaskara † Rong Ge‡ Tengyu Ma§ October 24 2013 Abstract We give algorithms with provable…
SFB-Report 02-21 J Kepler University Linz November 2002 Degree Bounds to Find Polynomial Solutions of Parameterized Linear Difference Equations in ΠΣ-Fields∗ Carsten…
Quadratic Number Fields – Lecture 6 TU Kaiserslautern – Summer term 2017 Tommy Hofmann June 12, 2017 Lattices and J -sets I If α, β ∈ C× are complex numbers with…
ar X iv :1 70 3 03 04 9v 4 m at h A G 8 S ep 2 02 0 ASPECTS OF ENUMERATIVE GEOMETRY WITH QUADRATIC FORMS MARC LEVINE Abstract Using the motivic stable homotopy category over…
Breaking the quadratic barrier for 3-LCC’s over the Reals Zeev Dvir∗ Shubhangi Saraf† Avi Wigderson‡ Abstract We prove that 3-query linear locally correctable codes…
Information Complexity Lower Bounds for Data Streams David Woodruff IBM Almaden Last time: 1-Way Communication of Index Alice has x 2 {0,1}n Bob has i 2 [n] Alice sends a…
Preprint typeset in JHEP style. - PAPER VERSION CERN-TH/98-384 hep-ph/9812396 Model-Independent Analysis of B → πK Decays and Bounds on the Weak Phase γ Matthias Neubert∗…
Unprovability of Lower Bounds on Circuit Size in Certain Fragments of Bounded Arithmetic Alexander A. Razborov∗ School of Mathematics Institute for Advanced Study Princeton,…
Kronecker coefficients: bounds and complexity Igor Pak, UCLA Triangle Lectures in Combinatorics, November 14, 2020 Basic Definitions Let χλ denote character of Sn associated…
Lower bounds for Gromov width of coadjoint orbits in SO(n). Milena Pabiniak UIUC December 6, 2011 Problem suggested by prof Yael Karshon, extension of PhD work of her student…