Problems in applied mathematics: selections from SIAM review

Problems in applied mathematics: selections from SIAM review PDF

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Murray Seymour Klamkin war ein amerikanischer Mathematiker, der als produktiver Moderator und Herausgeber von beruflich schwierigen mathematischen Problemen bekannt war. Klamkin wurde am 5. März 1921 in Brooklyn, New York, geboren. 1942 erwarb er einen Bachelor-Abschluss der Cooper Union und nach vier Jahren Dienst in der US-Armee 1947 einen Master-Abschluss am Brooklyn Polytechnic, wo er von 1948 bis 1957 lehrte. Anschließend arbeitete Klamkin bei AVCO, lehrte an der State University of New York in Buffalo (1962-1964) und arbeitete als leitender Wissenschaftler bei der Ford Motor Company (1965-1976). Während dieser Zeit war er auch Gastprofessor an der University of Minnesota. Nachdem er Ford verlassen hatte, wurde er Professor an der University of Waterloo. Von 1976 bis 1981 war Klamkin Vorsitzender des Department of Mathematics der University of Alberta. Nach 1981 wurde er emeritierter Professor in Alberta. Klamkin starb am 6. August 2004

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Problems in applied mathematics: selections from SIAM review pdf von Murray S. Klamkin

People in all walks of life--and perhaps mathematicians especially--delight in working on problems for the sheer pleasure of meeting a challenge. The problem section of SIAM Review has always provided such a challenge for mathematicians. The section was started to offer classroom instructors and their students as well as other interested problemists, a set of problems--solved or unsolved--illustrating various applications of mathematics. In many cases the unsolved problems were eventually solved. Problems in Applied Mathematics is a compilation of 380 of SIAM Review's most interesting problems dating back to the journal's inception in 1959. The problems are classified into 22 broad categories including Series, Special Functions, Integrals, Polynomials, Probability, Combinatorics, Matrices and Determinants, Optimization, Inequalities, Ordinary Differential Equations, Boundary Value Problems, Asymptotics and Approximations, Mechanics, Graph Theory, and Geometry.

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