Titlebook: Nonlinear Dynamics; Integrability, Chaos M. Lakshmanan,S. Rajasekar Textbook 2003 Springer-Verlag Berlin Heidelberg 2003 Analysis.Chaos.Pot

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Characterization of Regular and Chaotic Motions,nt types of regular and chaotic behaviours, depending upon factors such as the strength of control parameters, initial conditions, nature of external forcings, and so on. Thus in order to identify . whether a given motion of a typical dynamical system is, for example, periodic or quasiperiodic or ch

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Basic Soliton Theory of KdV Equation, phenomena. It admits solitary wave solution, which indeed represents a soliton that undergoes particle-like elastic collision with another soliton, as shown by the numerical experiments of Zabusky and Kruskal. In addition, the long time asymptotic state consists of a series of soliton pulses of dif

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M. Lakshmanan,S. Rajasekartional scientists.Also available online on Springermaterials.This set of volumes focuses on data for ternary systems for one vitally important specific class of materials, steels. Various diagrams for each system are presented, calculated from a specially developed SGTE database for steels. Backgrou