剛剛去收信箱,他又回我說明天取消,because I'm not sure you're ready
我其實也不知道該說些什麼,溝通上好像有些問題,但又感到很無力,因為就算我熬夜,報告還是趕不出來…
我到底為什麼來到這兒?
It is hard to give a precise answer. Beyond class field theory (in its cohomological/idelic form) and classical modular forms and modular curves, familiarity with Galois cohomology (such as Tate local/global duality -- see chapter II of Serre's book) and basic Galois deformation theory (as in the article of Mazur) will be assumed for the course of Kisin/Tiloouine, as will some basic Iwasawa theory (such as the elementary nonsense with Lambda-modules, etc., as in the book of Washington or perhaps the survey article by Greenberg) in the course of Skinner/Bellaiche, and for my course with Brinon on p-adic Hodge theory some preparatory notes will be posted by early March and it will be assumed that everyone has learned the basic concepts developed there. Oh, and the adelic viewpoint on automorphic forms is sure to come up, and schemes and their cohomology will come up in an essential way is pretty much every course and 4th-week minicourse. But it's likely that many participants will have strong background for some courses and weaker background for others. In any event, the application process will probably be quite stiff, as I am expecting that the combination of the topics and the location will lead to a flood of applications. One good thing is that the main courses (and hopefully the mini-courses) will have written-up lecture notes, so people who are not able to attend should find those to be useful once they are completed (probably within a year after the summer school ends, but hopefully earlier).
Note there is also a Park City program this summer on the arithmetic of L-functions, and that will have fewer prerequisites (in case the above seems like too much to you). Regards, Brian
----感謝孫大帥,讓我知道自已的愚蠢
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算起來三張票大概快1300,不知道算貴還便宜(yoyo說他買馬航來回497…太強了,不過他是八月中回來)----附上比價網站http://som.twbbs.org/klee/study/index.html
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