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An Explicit Model of Default Time with given Survival Probability∗ Monique Jeanblanc † Shiqi Song ‡ 22 juin 2010 Abstract For a given filtered probability
The evaluation of single Bessel function sums R B Paris Division of Computing and Mathematics Abertay University Dundee DD1 1HG UK Abstract We examine convergent representations…
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…
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
SIAM J. OPTIM. c© 2007 Society for Industrial and Applied Mathematics Vol. 18, No. 1, pp. 1–28 APPROXIMATION BOUNDS FOR QUADRATIC OPTIMIZATION WITH HOMOGENEOUS QUADRATIC…
ASYMPTOTICS FOR SUMS OF CENTRAL VALUES OF CANONICAL HECKE L–SERIES RIAD MASRI Abstract Let K = Q √ −D be an imaginary quadratic field of discriminant −D with D 3…
SUPPLEMENT No. 2 το T H E CYPRUS GAZETTE No. 3758 OF 13TH MAY, 1954. LEGISLATION. THE STATUTE LAWS OF CYPRUS No. 27 OF 1954. A L A W TO APPROPRIATE A SUM NOT EXCEEDING…
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…
SUMS AND PRODUCTS ALONG SPARSE GRAPHS NOGA ALON OMER ANGEL ITAI BENJAMINI AND EYAL LUBETZKY Abstract In their seminal paper from 1983 Erdős and Szemerédi showed that…
ACTA ARITHMETICA LXXXII4 1997 Gauss sums for orthogonal groups over a finite field of characteristic two by Dae San Kim Seoul and Young Ho Park Chuncheon 1 Introduction Let…
Explicit methods in the theory of Jacobi forms of lattice index and over number fields Nils Skoruppa Universität Siegen September 29 2015 ICERM Modular Forms and Curves…
EXPLICIT ZERO-FREE REGIONS FOR DEDEKIND ZETA FUNCTIONS HABIBA KADIRI Abstract. Let K be a number field, nK its degree, and dK the ab- solute value of its discriminant. We…
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…