Tensors and manifolds, applications to mechanics and relativity
Robert H. Wasserman
This book introduces the concepts of tensor algebras and differentiable manifolds to the intermediate-level student. It describes analytical and geometrical structures built on these basic concepts. Those structures -- which include differential forms and their integration, flows, Lie derivatives, distributions and their integrability conditions, connections, and pseudo-Riemannian and symplectic manifolds -- are then applied to the description of the fundamental ideas and Hamiltonian and Lagrangian mechanics, and special and general relativity. This book is designed to be accessible to the mathematics or physics student with a good standard undergraduate background, who is interested in obtaining a broader perspective of the rich interplay of mathematics and physics before deciding on a specialty.
Thể loại:
Năm:
1992
Nhà xuát bản:
Oxford University Press, USA
Ngôn ngữ:
english
Trang:
394
ISBN 10:
0195065611
ISBN 13:
9780195065619
File:
DJVU, 3.57 MB
IPFS:
,
english, 1992
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