Introduction to smooth manifolds / John M. Lee.

By: Lee, John M, 1950-Contributor(s): Ohio Library and Information NetworkMaterial type: TextTextSeries: Graduate texts in mathematics ; 218.Publisher: New York : Springer, 2012Edition: 2nd ed; 2nd edDescription: 1 online resource (xv, 708 pages) : illustrationsContent type: text Media type: computer Carrier type: online resourceISBN: 9781441999825 (electronic bk.); 1441999825 (electronic bk.)Subject(s): Manifolds (Mathematics)Genre/Form: Electronic books. Additional physical formats: Print version:: Introduction to smooth manifolds.DDC classification: 514.34 LOC classification: QA613 | .L44 2012ebOnline resources: Click here to access online | Click here to access online | SpringerLink Connect to resource (off-campus)
Contents:
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 -- Orientations -- Integration on Manifolds -- De Rham Cohomology -- The de Rham Theorem -- Distributions and Foliations -- The Exponential Map -- Quotient Manifolds -- Symplectic Manifolds
In: SpringerLink In: OhioLINK electronic book center (Online)
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e-Books e-Books Main Library -University of Zimbabwe
Click on Online resources to access the e-Book QA613 .L44 2012eb (Browse shelf (Opens below)) Available

Includes bibliographical references and indexes

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 -- Orientations -- Integration on Manifolds -- De Rham Cohomology -- The de Rham Theorem -- Distributions and Foliations -- The Exponential Map -- Quotient Manifolds -- Symplectic Manifolds

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