It covers recent developments in bifurcation theory with special attention to efficient numerical implementations the text aims at an audience of graduate and phd students in applied mathematics and researchers in science and engineering who use dynamical systems and bifurcation analysis as a tool. Elements of applied bifurcation theory second edition yuri a kuznetsov springer to my family approachesmethodsresultsand terminology used in the modern applied mathematics literature at the research computing centre1 of the russian academy of sciences pushchinomoscow region. dynamical systems continues to be a topic of current interest in mathematics engineering and physics this modern approach provides the reader with a solid basis in dynamical systems theory and the approaches methods results and terminology used in the current applied mathematics literature. Among other things progress in the sciences means that mathematical results and methods that once were new become standard and routinely used by the research and development community hopefully this edition of the book will contribute to this process elements of applied bifurcation theory yuri a kuznetsov limited preview 2013. Providing a solid basis in dynamical systems theory and explicit procedures for application this is a must have for students of advanced mathematics i know of no other book that so clearly explains the basic phenomena of bifurcation theory math reviews synopsis may belong to another
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