"Bifurcation and Chaos in Discontinuous and Continuous Systems"
provides rigorous mathematical functional-analytical tools for
handling chaotic bifurcations along with precise and complete
proofs together with concrete applications presented by many
stimulating and illustrating examples. A broad variety of nonlinear
problems are studied involving difference equations, ordinary and
partial differential equations, differential equations with
impulses, piecewise smooth differential equations, differential and
difference inclusions, and differential equations on infinite
lattices as well.
This book is intended for mathematicians, physicists,
theoretically inclined engineers and postgraduate students either
studying oscillations of nonlinear mechanical systems or
investigating vibrations of strings and beams, and electrical
circuits by applying the modern theory of bifurcation methods in
Dr. Michal Fe kan is a Professor at the Department of
Mathematical Analysis and Numerical Mathematics on the Faculty of
Mathematics, Physics and Informatics at the Comenius University in
Bratislava, Slovakia. He is working on nonlinear functional
analysis, bifurcation theory and dynamical systems with
applications to mechanics and vibrations.
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