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Geometric Mechanics On Riemannian Manifolds - Appl. To Partial Differential Equations

1ª Edição - 2004293 páginasSpringer Verlag *en
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Sinopse

This book, which contains some very interesting ideas and results, is primarily oriented towards graduate or advanced undergraduate students in mathematics and theoretical physics with interests in differential geometry, the calculus of variations and the study of PDE's, as well as in classical and quantum mechanics. In addition, for more experienced researchers in these fields, it may be a useful resource, written in a style that makes it easily accessible to a wide audience Mathematical Reviews .The differential operators which are treated in the book are among the most important, not only in the theory of partial differential equation, but they appear naturally in geometry, mechanics or theoretical physics (especially quantum mechanics. Thus, the book should be of interest for anyone working in these fields, from advanced undergraduate students to experts. The book is written in a very pedagogical manner and does not assume many prerequisites, therefore it is quite appropriate to be used for special courses or for self-study.

Detalhes do livro

Título
Geometric Mechanics On Riemannian Manifolds - Appl. To Partial Differential Equations
Autor
Ovidiu | Chang Der-Chen Calin
Editora
Springer Verlag *
Ano
2026
Páginas
293 páginas
Idioma
EN
ISBN-13
9780817643546
Edição
1ª Edição - 2004
Formato
Hardcover

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