FEEDBACK Smiley face
Lee, Jeffrey M.

Manifolds and differential geometry Jeffrey M. Lee. - Hyderabad : American Mathematical Society, ©2009. - xiv, 671 p. : ill. ; 27 cm. - Graduate studies in mathematics ; v. 107 . - Graduate studies in mathematics ; v. 107. .

Includes bibliographical references and index.

Differentiable manifolds -- The tangent structure -- Immersion and submersion -- Curves and hypersurfaces in Euclidean space -- Lie groups -- Fiber bundles -- Tensors -- Differential forms -- Integration and Stokes' theorem -- De Rham cohomology -- Distributions and Frobenius' theorem -- Connections and covariant derivatives -- Riemannian and semi-Riemannian geometry -- Appendix A: The language of category theory -- Appendix B: Topology -- Appendix C: Some calculus theorems -- Appendix D: Modules and multilinearity.

9780821887134

2009012421


Geometry, Differential.
Topological manifolds.
Riemannian manifolds.

QA641 / .L38 2009

516.36 / LEE-M

© IIIT-Delhi, 2013 | Phone: +91-11-26907510| FAX +91-11-26907405 | E-mail: library@iiitd.ac.in