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Asymptotic Methods in Resonance Analytical Dynamics presents new
asymptotic methods for the analysis and construction of solutions
(mainly periodic and quasiperiodic) of differential equations with
small parameters. Along with some background material and theory
behind these methods, the authors also consider a variety of
problems and applications in nonlinear mechanics and oscillation
theory. The methods examined are based on two types: the
generalized averaging technique of Krylov-Bogolubov and the
numeric-analytical iterations of Lyapunov-PoincarA(c). This text
provides a useful source of reference for postgraduates and
researchers working in this area of applied mathematics.
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