Riemannian Geometry and Geometric Analysis
Jost, Jurgen.
Riemannian Geometry and Geometric Analysis - 2da - Springer, 1956 - 455 páginas
1.Fundations material. 2.De Rham Cohomology and Harmonic differential forms. 3.Parallel transport, connections, and covariant derivatives. 4.Geodesics and Jacobi fields. 5.More theory and closed geodesics. 6.Symmetric spaces and Kahler manifols. 7.The palais-Smale conditions and closed geodesics. 8.Harmonic maps. 9.Variational problems from quantum field theory.
fcnm2388
516.92I/J74
Riemannian Geometry and Geometric Analysis - 2da - Springer, 1956 - 455 páginas
1.Fundations material. 2.De Rham Cohomology and Harmonic differential forms. 3.Parallel transport, connections, and covariant derivatives. 4.Geodesics and Jacobi fields. 5.More theory and closed geodesics. 6.Symmetric spaces and Kahler manifols. 7.The palais-Smale conditions and closed geodesics. 8.Harmonic maps. 9.Variational problems from quantum field theory.
fcnm2388
516.92I/J74