Introduction to smooth manifolds / [electronic resource]
Lee, John M., 1950-
Introduction to smooth manifolds / [electronic resource] John M. Lee. - Second edition - New York : Springer, 2012 - 1 online resource (xv, 708 pages) : illustrations. - Graduate texts in mathematics ; 218 . - Graduate texts in mathematics ; 218. .
Includes bibliographical references and index
Smooth Manifolds -- Smooth Maps -- Tangent Vectors -- Submersions, Immersions, and Embeddings -- Submanifolds -- Sard's Theorem -- Lie Groups -- Vector Fields -- Integral Curves and Flows -- Vector Bundles -- The Cotangent Bundle -- Tensors -- Riemannian Metrics -- Differential Forms
9781441999825 (E-book)
MANIFOLDS (MATHEMATICS)
QA 613 / L43I 2012
Introduction to smooth manifolds / [electronic resource] John M. Lee. - Second edition - New York : Springer, 2012 - 1 online resource (xv, 708 pages) : illustrations. - Graduate texts in mathematics ; 218 . - Graduate texts in mathematics ; 218. .
Includes bibliographical references and index
Smooth Manifolds -- Smooth Maps -- Tangent Vectors -- Submersions, Immersions, and Embeddings -- Submanifolds -- Sard's Theorem -- Lie Groups -- Vector Fields -- Integral Curves and Flows -- Vector Bundles -- The Cotangent Bundle -- Tensors -- Riemannian Metrics -- Differential Forms
9781441999825 (E-book)
MANIFOLDS (MATHEMATICS)
QA 613 / L43I 2012