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Linear Programming

Most popular at the top

  • Science Siftingby Rodney R. Dietert; Janice Dietert

    World Scientific Publishing Company 2013; US$ 30.00

    Science Sifting is designed primarily as a textbook for students interested in research and as a general reference book for existing career scientists. The aim of this book is to help budding scientists broaden their capacities to access and use information from diverse sources to the benefit of their research careers.The book describes why the capacity... more...

  • Probabilistic Risk Analysisby Tim Bedford; Roger Cooke

    Cambridge University Press 2001; US$ 96.00 US$ 78.72

    A graduate level textbook on probabilistic risk analysis, aimed at statisticians, operations researchers and engineers. more...

  • Optimization Theory with Applicationsby Donald A. Pierre

    Dover Publications 2012; US$ 22.95

    Optimization principles are of undisputed importance in modern design and system operation. They can be used for many purposes: optimal design of systems, optimal operation of systems, determination of performance limitations of systems, or simply the solution of sets of equations. While most books on optimization are limited to essentially one... more...

  • Convex Analysisby Ralph Tyrell Rockafellar

    Princeton University Press 2015; US$ 105.00 US$ 84.00

    Available for the first time in paperback, R. Tyrrell Rockafellar's classic study presents readers with a coherent branch of nonlinear mathematical analysis that is especially suited to the study of optimization problems. Rockafellar's theory differs from classical analysis in that differentiability assumptions are replaced by convexity assumptions.... more...

  • Random Matrices and Random Partitionsby Zhonggen Su

    World Scientific Publishing Company 2015; US$ 70.00

    This book is aimed at graduate students and researchers who are interested in the probability limit theory of random matrices and random partitions. It mainly consists of three parts. Part I is a brief review of classical central limit theorems for sums of independent random variables, martingale differences sequences and Markov chains, etc. These... more...

  • Advances in Combinatorial Optimizationby Moustapha Diaby; Mark H. Karwan

    World Scientific Publishing Company 2016; US$ 70.00

    Combinational optimization (CO) is a topic in applied mathematics, decision science and computer science that consists of finding the best solution from a non-exhaustive search. CO is related to disciplines such as computational complexity theory and algorithm theory, and has important applications in fields such as operations research/management science,... more...

  • Global Optimization Methods in Geophysical Inversionby M.K. Sen; P.L. Stoffa

    Elsevier Science 1995; US$ 72.95

    One of the major goals of geophysical inversion is to find earth models that explain the geophysical observations. Thus the branch of mathematics known as optimization has found significant use in many geophysical applications. Both local and global optimization methods are used in the estimation of material properties from geophysical data. As the... more...

  • Compliance Quantifiedby Rudolf Avenhaus; Morton John Canty; Francesco Calogero

    Cambridge University Press 1996; US$ 44.00 US$ 36.08

    A self-contained 1996 account of the game theory and statistics used in modelling compliance with international agreements. more...

  • Behavioral Decision Theoryby E. C. Poulton

    Cambridge University Press 1994; US$ 112.00 US$ 91.84

    The book describes the errors that people commonly make in dealing with probabilities. more...

  • Elements of Mathematical Theory of Evolutionary Equations in Banach Spacesby Anatoly M. Samoilenko; Yuri V. Teplinsky

    World Scientific Publishing Company 2013; US$ 112.00

    Evolutionary equations are studied in abstract Banach spaces and in spaces of bounded number sequences. For linear and nonlinear difference equations, which are defined on finite-dimensional and infinite-dimensional tori, the problem of reducibility is solved, in particular, in neighborhoods of their invariant sets, and the basics for a theory of invariant... more...