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Offers a collection of essays in mathematical economics and game theory, including research on noncooperative game... Læs mere
A collection of papers by Robert Steinberg. It contains his published papers on group theory, including those on 'special representations' (now called Steinberg... Læs mere
Contains papers that represent the proceedings of the DIMACS workshop on 'Feasible Arithmetics and Proof Complexity' held in April 1996 at Rutgers University in... Læs mere
Presents surveys on the theory and practice of modeling, specifying, and validating concurrent systems. This book contains surveys of techniques used in tools... Læs mere
Examines the connections between Artificial Intelligence (AI) and mathematics, demonstrating the potential for mathematical applications and exposing some... Læs mere
What is Spin? Spin is a general tool for the specification and formal verification of software for distributed systems. This DIMACS volume presents the papers contributed to... Læs mere
Discusses the relevance of wavelet analysis to problems in which self-similarities are important. This title is suitable for scientists wishing to apply wavelet analysis to multifractal signal processing.
Presents results from the second annual meeting on DNA computers held at Princeton. This work draws on the analogy between DNA computing and fields of biology (such as directed... Læs mere
Presents papers focusing on the theoretical, algorithmical and application issues related to: reconstructing hierarchies (trees or ranking) from (dis)similarity or entity-to-character data; using hierarchies for modeling evolution and other processes; and, combining (gene) trees.
Explains results in the theory of functions of several complex variables which were mostly established from the late nineteenth century through the middle of the twentieth century. In this work, the author introduces the mathematical world created by his advisor, Kiyoshi Oka.
Contains eleven articles surveying topics in discrete probability. This title includes papers that are based on talks given by experts at the DIMACS 'Microsurveys in... Læs mere
Presents a description of the non-archimedean models of the elementary theory of certain o-minimal expansions of the reals in which the exponential function is definable. In this work, the example of exponential Hardy fields is worked out with particular emphasis.