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| MA 56200 - Introduction To Differential Geometry And Topology |
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Credit Hours: 3.00. Smooth manifolds; tangent vectors; inverse and implicit function theorems; submanifolds; vector fields; integral curves; differential forms; the exterior derivative; DeRham cohomology groups; surfaces in E3., Gaussian curvature; two dimensional Riemannian geometry; Gauss-Bonnet and Poincare theorems on vector fields. Typically offered Fall.
3.000 Credit hours Levels: Undergraduate, Graduate, Professional Schedule Types: Lecture Offered By: College of Science Department: Mathematics Course Attributes: Upper Division May be offered at any of the following campuses: Northwest- Hammond West Lafayette Restrictions: May not be enrolled as the following Classifications: Sophomore: 45 - 59 hours Sophomore: 30 - 44 hours Freshman: 0 - 14 hours Freshman: 15 - 29 hours Prerequisites: GR-MA 56200 Requisites General Requirements: ( Student Attribute: GR May not be taken concurrently. ) or ( Course or Test: MA 44200 Minimum Grade of D- May not be taken concurrently. and Rule: 1.: MA 35100 or 35000 or 26500 for a total of 1 conditions ) MA 26500 Minimum Grade of D- May not be taken concurrently. MA 35000 Minimum Grade of D- May not be taken concurrently. MA 35100 Minimum Grade of D- May not be taken concurrently. End of rule 1. |
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