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Qualitative Nonlinear Dynamics of Communication Networks (Hardcover)
Loot Price: R1,950
Discovery Miles 19 500
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Qualitative Nonlinear Dynamics of Communication Networks (Hardcover)
Series: Control Engineering
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Performance analysis of modern communication systems has lead to a
revision and sharpening of nonlinear stability analysis techniques
developed over the last century. Applicability of such techniques
involves a number of areas, including: process control systems,
active queue management in data networks, and other branches of
engineering. This monograph presents some recent performance
analysis results within a unified stability analysis framework.
Several interesting counterexamples to the existing nonlinear
stability theory are given. Additionally, several cutting-edge case
studies from air traffic control systems and data networks are
presented to further illustrate the applications of the theory. The
main theoretical results build upon the well-established multiplier
theory, which has received much interest because of recent advances
in software packages such as the linear matrix inequality (LMI)
toolbox. The exposition demonstrates the existence of monotone
nonlinearites in problems of interest and gives an exhaustive
stability analysis treatment of systems containing such
nonlinearities. Key features: * broad range of topics: stability
analysis, monotone nonlinearities, multiplier theory, service
quality in data networks, protocol scalability, air traffic
congestion control * recent and original results presented * many
examples and case studies illustrate the applicability of the
theory * comprehensive glossaries, bibliography, index, and
appendices "Qualitative Nonlinear Dynamics of Communication
Networks" is a useful reference for graduate students, and
practitioners in control, computer, electrical, aerospace, and
mechanical engineering. It can be used as a supplementary textfor
nonlinear stability courses at the graduate level. Prerequisites
are a familiarity with elementary control theory, linear systems
theory, matrix theory, and functional analysis.
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