MEGA 2007Effective Methods in Algebraic Geometry Strobl, Austria, June 25th - 29th |
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Electronic Proceedings
Abstract
| Title | Computing p-adic integrals using motivic integration |
| Keywords | |
| Abstract | M. Kontsevich introduced a new type of integration in 1995, called motivic integration. This new form of integration has been developed extensively over the past 12 years. In its current form, it gives a unified treatment of integration over p-adic fields. This talk will give a general introduction to motivic integration. Various applications of motivic integration will be discussed, especially to the representation theory and to the problem of computing p-adic integrals in a uniform way as the prime number p is allowed to vary. |
The Institute is named after the famous Austrian mathematician Johann Radon (1887-1956)
Medieninhaber:
Österreichische Akademie der Wissenschaften
Juristische Person öffentlichen Rechts (BGBl 569/1921 idF BGBl I 130/2003)
Dr. Ignaz Seipel-Platz 2, 1010 Wien
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