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1390318257.Gpaperback. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. paperback
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B9781664287181Hardback. New. hardcover
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ria9781664287181_inpHardcover. New. New Book; Fast Shipping from UK; Not signed; Not First Edition; The book is about the author's childhood during World War 2 his pursuit of a medical vocation establishing a career in America raising a family and facing the challenges of the enterprise of life made possible by in addition to his hardcover
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B9781800616790Paperback / softback. New. This book sets out to demonstrate interpret and analyse the geometrical structures underlying classical mechanics. Through exploring the applications of these structures in the context of dissipative autonomous and nonautonomous conservative dynamical systems a series of insightful exercises are developed in order to both consolidate and clarify the theoretical concepts introduced.Geometry of Mechanics provides an informative exploration of the classic geometrical structures including symplectic structure Lagrangian and Hamiltonian formalisms and the Riemannian structure of systems. Lesser-known frameworks are also investigated such as the Skinner-Rusk unified Lagrangian-Hamiltonion formalism the geometric proof of Lee Hwa Chung's invariance theorem and a new geometric formulation of the Hamilton-Jacobi equation among others. Although the primary focus of this exposition is upon the regular case singular systems are also considered and explained where applicable.Each chapter concludes with a set of problems some of which are intended to be solved solely by the application of results presented while others contain instructive results complementary to those presented in the chapters complete with comments suggestions and recommendations. Interested readers will also find an extensive and state of the art bibliography including a great number of works produced in recent decades related to all topics explored. paperback
A9781800616639Hardback. New. This book sets out to demonstrate interpret and analyse the geometrical structures underlying classical mechanics. Through exploring the applications of these structures in the context of dissipative autonomous and nonautonomous conservative dynamical systems a series of insightful exercises are developed in order to both consolidate and clarify the theoretical concepts introduced.Geometry of Mechanics provides an informative exploration of the classic geometrical structures including symplectic structure Lagrangian and Hamiltonian formalisms and the Riemannian structure of systems. Lesser-known frameworks are also investigated such as the Skinner-Rusk unified Lagrangian-Hamiltonion formalism the geometric proof of Lee Hwa Chung's invariance theorem and a new geometric formulation of the Hamilton-Jacobi equation among others. Although the primary focus of this exposition is upon the regular case singular systems are also considered and explained where applicable.Each chapter concludes with a set of problems some of which are intended to be solved solely by the application of results presented while others contain instructive results complementary to those presented in the chapters complete with comments suggestions and recommendations. Interested readers will also find an extensive and state of the art bibliography including a great number of works produced in recent decades related to all topics explored. hardcover
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A9781800616790Paperback / softback. New. This book sets out to demonstrate interpret and analyse the geometrical structures underlying classical mechanics. Through exploring the applications of these structures in the context of dissipative autonomous and nonautonomous conservative dynamical systems a series of insightful exercises are developed in order to both consolidate and clarify the theoretical concepts introduced.Geometry of Mechanics provides an informative exploration of the classic geometrical structures including symplectic structure Lagrangian and Hamiltonian formalisms and the Riemannian structure of systems. Lesser-known frameworks are also investigated such as the Skinner-Rusk unified Lagrangian-Hamiltonion formalism the geometric proof of Lee Hwa Chung's invariance theorem and a new geometric formulation of the Hamilton-Jacobi equation among others. Although the primary focus of this exposition is upon the regular case singular systems are also considered and explained where applicable.Each chapter concludes with a set of problems some of which are intended to be solved solely by the application of results presented while others contain instructive results complementary to those presented in the chapters complete with comments suggestions and recommendations. Interested readers will also find an extensive and state of the art bibliography including a great number of works produced in recent decades related to all topics explored. paperback
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ria9798210147851_inpPaperback. New. New Book; Fast Shipping from UK; Not signed; Not First Edition; In this work we highlight black individuals that in a way will motivate you to break the stigmas of skin color: It should be noted that together we are stronger and happier. We don't need to see the sadness of the other to make us fe paperback
