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Oscillations in Nonlinear Systems (Dover Books on Mathematics) de Jack K. Hale

Descripción - Reseña del editor By focusing on ordinary differential equations that contain a small parameter, this concise graduate-level introduction to the theory of nonlinear oscillations provides a unified approach to obtaining periodic solutions to nonautonomous and autonomous differential equations. It also indicates key relationships with other related procedures and probes the consequences of the methods of averaging and integral manifolds.Part I of the text features introductory material, including discussions of matrices, linear systems of differential equations, and stability of solutions of nonlinear systems. Part II offers extensive treatment of periodic solutions, including the general theory for periodic solutions based on the work of Cesari-Halel-Gambill, with specific examples and applications of the theory. Part III covers various aspects of almost periodic solutions, including methods of averaging and the existence of integral manifolds. An indispensable resource for engineers and mathematicians with knowledge of elementary differential equations and matrices, this text is illuminated by numerous clear examples. Contraportada By focusing on ordinary differential equations that contain a small parameter, this concise graduate-level introduction to the theory of nonlinear oscillations provides a unified approach to obtaining periodic solutions to nonautonomous and autonomous differential equations. It also indicates key relationships with other related procedures and probes the consequences of the methods of averaging and integral manifolds.Part I of the text features introductory material, including discussions of matrices, linear systems of differential equations, and stability of solutions of nonlinear systems. Part II offers extensive treatment of periodic solutions, including the general theory for periodic solutions based on the work of Cesari-Halel-Gambill, with specific examples and applications of the theory. Part III covers various aspects of almost periodic solutions, including methods of averaging and the existence of integral manifolds. An indispensable resource for engineers and mathematicians with knowledge of elementary differential equations and matrices, this text is illuminated by numerous clear examples. Dover (2015) republication of the edition originally published by McGraw-Hill, New York, in 1963, and reprinted by Dover Publications, Inc., in 1992.See every Dover book in print atwww.doverpublications.com Biografía del autor A longtime professor at Brown University, Jack K. Hale is Regents Professor Emeritus at the Georgia Institute of Technology and the author of Dover's Ordinary Differential Equations.

Dover books on mathematics oscillations in nonlinear systems by focusing on ordinary differential equations that contain a small parameter, this concise graduatelevel introduction to the theory of nonlinear oscillations provides a unified approach to obtaining periodic solutions to nonautonomous and autonomous differential equations it also indicates key relationships with other related procedures and probes the consequences of the methods of Nonlinear oscillations, dynamical systems, and nonlinear oscillations, dynamical systems, and bifurcations of vector fields applied mathematical sciences guckenheimer, john, holmes, philip libros en idiomas extranjeros Nonlinear mathematics dover books on mathematics thomas nonlinear mathematics is the first attempt to consider the widest range of nonlinear topic found in the scattered literature accessible to nonmathematics professionals as well as college seniors and graduates, it offers a discussion both particular and broad enough to stimulate research toward a unifying theory of nonlinear mathematics

Oscillations and waves in linear and nonlinear systems oscillations and waves in linear and nonlinear systems authors rabinovich, mi, trubetskov, di free preview Mathematics books math books dover books dover is most recognized for our magnificent math books list dover books on mathematics include authors paul j cohen set theory and the continuum hypothesis , alfred tarski undecidable theories , gary chartrand introductory graph theory , hermann weyl the concept of a riemann surface gt, shlomo sternberg ltigtdynamical systemsltigt, and multiple math book works by c r wylie in Linear algebra dover books on mathematics linear algebra dover books on mathematics shilov, georgi e, silverman, richard a libros en idiomas extranjeros

Detalles del Libro

• Name: Oscillations in Nonlinear Systems (Dover Books on Mathematics)
  
• Autor: Jack K. Hale
  
• Categoria: Libros,Ciencias, tecnología y medicina,Matemáticas
  
• Tamaño del archivo: 12 MB
  
• Tipos de archivo: PDF Document
  
• Idioma: Español
  
• Archivos de estado: AVAILABLE
  

Gratis Oscillations in Nonlinear Systems (Dover Books on Mathematics) de Jack K. Hale PDF [ePub Mobi] Gratis

Nonlinear oscillations nonlinear and complex systems a selfcontained and thorough treatment of the vigorous research that has occurred in nonlinear mechanics since 1970 begins with fundamental concepts and techniques of analysis and progresses through recent developments provides an overview that abstracts and introduces main nonlinear phenomena treats systems having a single degree of freedom, introducing basic concepts and analytical Dover books on advanced mathematics publisher series first order mathematical logic dover books on mathematics by angelo margaris firstorder logic by raymond smullyan foundations of modern analysis by avner friedman foundations of potential theory by oliver d kellogg fourier integral and certain of its applications by norbert wiener fourier series dover books on mathematics by georgi p Oscillations in nonlinear systems dover books on oscillations in nonlinear systems dover books on mathematics paperback may 20, 2015 by jack k hale author visit s jack k hale page find all the books, read about the author, and more see search results for this author are you an author learn

Oscillations in nonlinear systems dover books by focusing on ordinary differential equations that contain a small parameter, this concise graduatelevel introduction provides a unified approach for obtaining periodic solutions to nonautonomous and autonomous differential equations an indispensable resource for engineers and mathematicians with a knowledge of elementary differential equations and matrices, the text features numerous clear Nonlinear oscillations wiley a selfcontained and thorough treatment of the vigorous research that has occurred in nonlinear mechanics since 1970 begins with fundamental concepts and techniques of analysis and progresses through recent developments provides an overview that abstracts and introduces main nonlinear phenomena treats systems having a single degree of freedom, introducing basic concepts and analytical Dover books on mathematics publisher series librarything lectures on linear algebra dover books on mathematics by israel m gelfand lectures on partial differential equations dover books on mathematics by i g petrovsky lectures on the theory of elliptic functions analysis by harris hancock lectures on the theory of functions of real variables by james pierpont lie algebras by nathan jacobson