Differential Forms and Applications

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The Exterior Derivative.

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Manifolds and Integration. Applications in Euclidean Space. Applications to Differential Equations. Applications to Differential Geometry. Applications to Group Theory. Next meeting February 6, at 4 p.

Differential Forms and Applications

Office hours Wednesdays 2 - 4 p. Organization meeting October 16, at 2 p. Description In this seminar, we will introduce differential forms, develop the method of moving frames of Elie Cartan for surfaces, and finally prove the Gauss-Bonnet theorem for compact orientable surfaces. After you skim over the book, you can choose one chapter or project you are interested in.


There will be no regular meeting, however, during the semester you will give a presentation and hand in a short report. Prerequisites This seminar is aimed at students interested in topology and geometry, but does not require any previous knowledge of them. We only assume an elementary knowledge of calculus.

Edited by Victor Barsan. Edited by Rosario Gerhardt.

Differential Equation in Hindi Urdu MTH242 LECTURE 11

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