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vls/2603nrwcece.visuallibrary.netvdAveraging for nonlinear dynamics with applications and numerical bifurcationsparametric and autoparametric systems, Hamiltonian systems, FPU systems, coupled ascillators and chaosVerhulst, FerdinandVerfasserauttextTextbookxxCham, SwitzerlandSpringer[2026]© 20262026monographicengprintxiii, 276 Seiten : Illustrationenohne Hilfsmittel zu benutzenBand"This book presents a comprehensive and practical survey of averaging methods for differential equations. Combining rigorous theory with applied perspectives, this book serves as both a study text and a reference for mathematicians and scientists in fields such as engineering, physics, and biology. Divided into two complementary parts, the book begins with Part I, the Toolbox of Averaging Theorems, providing clear definitions, theorem formulations, and foundational results. While mathematicians may be content with existence proofs and qualitative analyses, applied scientists require tools that link theory to real-world problems—an essential motivation for Part II. Part II explores applications in physics and engineering, blending theory with practice and incorporating numerical bifurcation analysis using tools such as AUTO, Mathematica, and MatCont. Interspersed theoretical interludes provide the background necessary for understanding and applying these methods [...]" [Verlag]Ferdinand VerhulstIncludes bibliographical references and index30321274409783032127440157377460299376622626206441HT031411595Online-Ausgabe9783032127457Applied mathematical sciences223(DE-605)HT00123884049HBZ_UBO49HBZ_ULM49HBZ_DUE49HBZ_ULB49HBZ_FUHrda26022320260401095018.0154383501ger https://ce.visuallibrary.net//domainresource/static/graphics/connectors/viewerLogo.gif http://193.30.112.129:83/F/?func=find-c&ccl_term=ICS%3D154383501+X0001 https://ce.visuallibrary.net/id/1386781 https://ce.visuallibrary.net/i3f/v20/1386781/manifest https://ce.visuallibrary.net/proto_ftsearch/1386781