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This book addresses the processes of stochastic structure formation in two-dimensional geophysical fluid dynamics based on statistical analysis of Gaussian... Læs mere
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This book presents the theory and practical applications of the Master equation approach, which provides a powerful general framework for model building in a variety of disciplines.
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A reference that represents a cross-section of forefront robotics research, ranging from robotics and systems to learning, autonomy and failure detection, from vision... Læs mere
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We hope that the new edition of the book will be of great interest for a widesectionofreaderswhoarealreadyspecialistsorthosewhoarebeginning research in the ?elds of nonlinear oscillation and wave theory, dynamical chaos, synchronization, and stochastic process theory.
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For engineers, finite element methods have become important tools for design and optimization, even for solving nonlinear technological problems. This book provides the knowledge needed for finite element analysis in solid mechanics.
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The science of graphs and networks is now an established tool for modeling and analyzing systems with a large number of interacting components. The contributions to this anthology address different aspects of the relationship between innovation and networks.
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Social simulation is the study of natural and artificial society-like structures through the use of computational tools. This handbook comprehensively covers methodology, mechanisms and simulation tools. It also provides an introduction and extensive glossary.
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Schüssler gibt eine fundierte und ausführliche Einführung in den Entwurf digitaler Systeme und legt einen wesentlichen Schwerpunkt auf die Analyse und das Design digitaler Filter.
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Beyond its impact on physical robots, the body of knowledge robotics has produced is revealing a much wider range of applications reaching... Læs mere
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Part I of this book is a short review of the classical part of representation theory. The main chapters of representation theory are discussed: representations of finite and compact groups, finite- and infinite-dimensional representations of Lie groups.
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Thus, m the space of states (phase space) is a subset M of an Euclidean space M . For continuous time systems, the evolution rule may be a differential eq- tion: to each state x G M one associates the speed and direction in which the system is going to evolve from that state.