| Instructor | | Volker Runde |
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| Office hours | | MWF 11-11:50 or by appointment |
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| Course Content | | - The implicit function theorem and applications: local properties of C1-functions; the implicit function theorem; local extrema with constraints.
- Change of variables and the integral theorems by Green, Gauß, and Stokes: the change of variables formula; integration on curves and surfaces; the classical integral theorems by Green, Gauß, and Stokes.
- Infinite series and improper integrals: infinite series; improper integrals.
- Sequences and series of functions: pointwise convergence; uniform convergence; power series; Fourier series.
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| Textbooks | | None required, but all texts recommended for MATH 217 are recommended for MATH 317 as well as is
As in MATH 217, I will follow my TeXed lecture notes, which I'll continue to (slightly) revise as the term progresses. |
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| Grading | | The grade will be based on (approximately) weekly homework assignments (30%), an in-class midterm on February 25 (20%), and a final (50%). |