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Lectures will be given by the partipating students, as indicated below. The lectures below refer to chapters in the book David A. Wunsch, Complex Variables with Applications (3rd Edition), except the lecture on Mellin Transforms for which chapter 8 from L. Debnath and D. Bhatta, Integral Transforms and their Applications and B. Hughes, Random Walks and Random Environments, vol. 1 (Appendix A), are used. Chap. 7 in the Wunsch-book (Laplace transforms) is complemented by chap. 8 in G.B. Folland, Fourier Analysis and its Applications.
Mon | Nov 28 | chapters 2 and 3 | Karl | 13.15 |
Thu | Dec 8 | chapter 4 | Michaela | 10.15 |
Mon | Dec 19 | chapter 5 | Behruz | 10.15 |
Wed | Jan 11 | chapter 6, Secs. 6.1-6.6 | Lloyd | 10.15 |
Fri | Jan 20 | chapter 6, Secs. 6.7-6.12 | Behruz | 10.15 |
Mon | Jan 30 | chapter 7 | Lloyd | 10.15 |
Wed | Feb 8 | chapter 8, Secs. 8.1-8.5 | Karl | 13.15 |
Fri | Feb 17 | chapter 8, Secs. 8.6-8.8 | Michaela | 9.00 |
Mon | Feb 27 | chapter 9 | Lloyd/Michaela | 10.15 |
Wed | Mar 7 | Mellin-transforms and Asymptotic expansions | Behruz/Karl | 13.15 |