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Differential Geometry
MATH 6309
School of Natural Sciences and Mathematics
Smooth manifolds, tangent bundles, smooth partitions of unity, submanifolds, Sard's theorem, transversality, embeddings, Whitney theorem, differential forms, Frobenius Theorem, de Rham cohomology, degree theory on manifolds, Riemannian metric, Gauss-Bonnet theorem. 3 credit hours.
Prerequisite: MATH 5301 or instructor consent required.
Offering Frequency: Every two years
Grades: 55
Median GPA: A-
Mean GPA: 3.334
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Differential Geometry
MATH 6309
School of Natural Sciences and Mathematics
Smooth manifolds, tangent bundles, smooth partitions of unity, submanifolds, Sard's theorem, transversality, embeddings, Whitney theorem, differential forms, Frobenius Theorem, de Rham cohomology, degree theory on manifolds, Riemannian metric, Gauss-Bonnet theorem. 3 credit hours.
Prerequisite: MATH 5301 or instructor consent required.
Offering Frequency: Every two years
Grades: 55
Median GPA: A-
Mean GPA: 3.334
Click a checkbox to add something to compare.
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