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MATH 341 Differential Geometry

MATH 341  Differential Geometry  Units: 3.00  

Introductory geometry of curves/surfaces: directional/covariant derivative; differential forms; Frenet formulas; congruent curves; surfaces in R3: mappings, topology, intrinsic geometry; manifolds; Gaussian/mean curvature; geodesics, exponential map; Gauss-Bonnet Theorem; conjugate points; constant curvature surfaces.

Learning Hours: 132 (36 Lecture, 96 Private Study)  
Requirements: Prerequisite MATH 110 and MATH 280.  
Offering Faculty: Faculty of Arts and Science  

Mathematics – Major (Science) – Bachelor of Science (Honours)

Subject:   Administered by the Department of Mathematics and Statistics. Plan:   Consists of 60.00 units as described below. Program:   The Plan, alone, or in combination with a Minor in another subject, and with sufficient electives to total 120.00 units, will lead to a Bachelor of Science (Honours) Degree.