文档预览： 1. Introduction Many of the functions that arise from everyday problems cannot easily be evaluated exactly, particularly thosedeflnedin terms of integrals ordifierential equations. In these situations we usually have two options. We can use computers ... 点击下载

文档预览： Asymptotic Enumeration Methods A. M. Odlyzko AT&TBell Laboratories Murray Hill, New Jersey 07974 1. Introduction Asymptotic enumeration methods provide quantitative information about the rate of growth of functions that count combinatorial ... 点击下载

文档预览： OPEN PROBLEMS IN ASYMPTOTIC DIMENSION THEORY A. DRANISHNIKOV 1. Definition of asymptotic dimension Dimension is one of the basic concepts in every area of mathematics. When a discrete group is viewed as metric space the right ... 点击下载

文档预览： 32.3 Certain Negative Res ults.....513 32.4 Minimax it yCriterion515 32.5 Performance of Some Popular Methods: A Preview ..... 516 32.6 RateofConvergence of Histograms 518 32.7 Consistency of Kernel Estimates.....519 32.8 ... 点击下载

文档预览： Definitions of dependence measures and basic properties Asymptotic variance of the tau-estimators for copulas Asymptotic variance for elliptical distributions On the Asymptotic Variance of the Estimator ofKendall'sTau Barbara Dengler, Uwe ... 点击下载

文档预览： Asymptotic Equality 点击下载

文档预览： HEAVY-TRAFFIC ASYMPTOTIC EXPANSIONS FOR THE ASYMPTOTIC DECAY RATES IN THE BMAP/G/1 QUEUE Gagan L. CHOUDHURY AT&T Bell Laboratories Holmdel, NJ 07733-3030 Ward WHITT AT&T Bell Laboratories Murray Hill, NJ ... 点击下载

文档预览： On Asymptotic Notation with Multiple Variables RodneyR. Howell Dept. of Computing and Information Sciences Kansas StateUniversity Manhattan, KS 66506 USA rhowell@ksu.edu Technical Report 2007-4 January 18,2008 Abstract We show that it ... 点击下载

文档预览： Asymptotic Properties of Extended Least Squares Estimators BradleyM. Bell and Alan Schumitzky 1 Abstract We consider the asymptotic properties of estimators based on optimizing an extended least squares objective function. Such estimators ... 点击下载

文档预览： 10 CHAPTER2. ASYMPTOTIC NOTATIONS called"big oh" (O) and"small-oh" (o) notations, and their variants. These notations are in widespread use and are often used without further explanation. However, in order to properly apply these ... 点击下载