Graduate Analysis: 18.155 -- Fall 2005
Lectures in 2-255, Tuesday and Thursdays 1-2:30PM, but see the
Notes from this course last year -- the present course will be very close to this one for the first few weeks. The second half will be a little different.
Problem sets -- there were supposed to be eight; in fact there were only five!
- Problem set 1, due 22 September, after class.
Problems 2, 3, 6, 9, 10 from the lecture notes for last year (pages 103, 104).
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Problem set 2, due 18 October, after class (Since I failed to put these problems up until Tuesday, Oct 11).
Problems 16, 18, 20, 21, 25 from the lecture notes for last year.
- Problem set 3, due 1 November, 2005. Problems 28, 29, 30, 45*, 57 from notes.
(*) Problem 45 should be modified so that the interval is the whole real line etc. Here is a retyped version of it.
Problem45 (postscript)
- Problem set 4, due 15 November, 2005. Write out a proof of the Paley-Wiener-Schwartz theorem. Here is a statement of it and subdivision into steps
Problems 4 (postscript)
Problems 4 (acrobat)
- Problem set 5, due 8 December (I hope this is legal for undergraduates).
Problems 5 (postscript)
Problems 5 (acrobat)