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SCIENTIFIC PROGRAMS AND ACTIVITIES |
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Please note that this is a page for a program or event far in the past.
It contains archival information only, as things were at the time of the event.
None of this information is current. |
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Iwasawa theory is an active and rapidly growing area of research linked to much of the progress on important solved and unsolved problems in algebraic number theory, such as Fermat's Last Theorem and the Birch and Swinnerton-Dyer Conjecture. Its basis lies in two key ideas: that certain arithmetic objects behave regularly in pro-p towers of number fields and that the resulting limit objects may be linked to analytic objects known as p-adic L-functions. The Summer School in Iwasawa Theory will consist of integrated lecture series by four highly distinguished arithmetic geometers working in the field of Iwasawa theory. It is designed as an introduction to both the foundations of Iwasawa theory and some of its lines of current research. The lecture series will be aimed squarely at the graduate-student
audience for whom the school is designed. Graduate students are
invited to apply for funding. Others are welcome to attend. A number
of students will have the chance to work in groups on a project
designed by one of the lecturers and present their results towards
the end of the program. Talks will begin the morning of August 9 and end midday on August 13. All talks will be held in Hamilton Hall 109. Speakers and titles of lecture series:
NOTE: If you would like to be a member of a group working on a project relating to the lecture series of one of the speakers, please indicate in the comments box on the form which lecture series. Financial support for current graduate students -Deadline to apply for support was May 1, 2007
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