MAI0143
Differential Geometry
Number of credits: 8 hp
Examiner: Joakim Arnlind
Course literature: Manifolds and Differential Geometry, Jefferey M. Lee. Graduate Studies in Mathematics val. 107, 2009.
Course contents: Manifolds, submanifolds, vector fields, tensors, differential forms, cohomology, integration, vector bundles, connections, Riemannian geometry, curvature, surfaces in R3.
Organisation: Lectures.
Examination: Homework exercises.
Prerequisites: NMAC21 Differential Geometry or a course in general relativity is recommended.
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Last updated: 2018-11-19