Lee, John M. 1950-
Introduction to Smooth Manifolds John M. Lee - Second Edition. - xv, 708 páginas : ilustraciones 24 cm. - Graduate texts in mathematics 218 . - Graduate texts in mathematics ; 218 .
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 --
9781441999825
Manifolds (mathematics)
Colector (matemáticas)
Variedad topológica
514.3 / L510i "
Introduction to Smooth Manifolds John M. Lee - Second Edition. - xv, 708 páginas : ilustraciones 24 cm. - Graduate texts in mathematics 218 . - Graduate texts in mathematics ; 218 .
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 --
9781441999825
Manifolds (mathematics)
Colector (matemáticas)
Variedad topológica
514.3 / L510i "