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A rigorous treatment of linear algebra and the calculus of functions of n real variables. Topics include: Construction of number systems, fields; vector spaces and linear transformations, eigenvalues and eigenvectors, multilinear forms, and determinants; elementary topology of Euclidean space, inner products, and norms; differentiation and integration of functions of several real variables, the classical theorems of vector analysis.
Source: Registrar |
| Please, click the links on the left to find more information about the course and/or to download any handout. |
| Instructor's Toolkit |
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| There are currently no announcements. |
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