The understanding of fields and media using discrete lattice models
has been greatly aided by the advent of powerful computers. This
has also led to the formulation of new and inspiring problems
associated with the analysis of homogeneous discrete networks of
interacting dynamical elements. This book investigates the
nonlinear dynamics of peculiar discrete media made up of
interconnected phase synchronization systems. After an introduction
which sets out the nature of the problem, the book goes on to
consider dynamic processes in chain and lattice networks, utilising
both continuous and discrete synchronization systems as component
elements. Computational studies aimed at oscillatory-wave phenomena
will make the book valuable for specialists in radio engineering,
biological excitable media and other branches of physics and
biology as well as specialists in applied mathematics and nonlinear
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