Continuing with the series of posts on preparing for grad school, I hereby present a tentative schedule for the next semester (click to enlarge):
Tentative, yes, but the schedule will most likely stay the same, as long as I pass the written comps and the professors remain unchanged. I will be taking three courses: Kleiner‘s differental geometry, Tabak‘s partial differential equations, and Chatterjee‘s probability. I will also be doing a reading course with Germain: we will most likely cover Chapters 1, 2, 6, 7, 8, 9, and 10 in Eli Stein’s Harmonic Analysis. Sitting in on McKean‘s harmonic analysis class seems like a good idea—I could use a good review of the basics.
As for the seminars, I’d think it would be silly not to attend the analysis seminar and the graduate student / postdoc seminar. I will also try my damnedest to attend the colloquium regularly, but my enthusiasm might wane after a few weeks of not understanding anything. There are other seminars I might want to attend sometime in the future, but I think this is quite enough for the first semester.
