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\textsc{Algebra}
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\textsc{Colloquium}
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\textit{Galois representations}
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Chandrashekhar Khare\par
University of Utah
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\textbf{Abstract:} The absolute Galois group of Q is an object that contains a wealth of number-theoretic information. The study of its representations has been an intense focus of attention of algebraic number theorists. There are well-known so-called reciprocity conjectures about these representations attached to the names of Artin, Langlands, Serre, Fontaine and Mazur. I will try to explain some of these conjectures, and recent progress on them.\vspace{\fill}
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Thursday, March 29, 2007, 4:00 pm\par
Mathematics and Science Center, W201
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\textsc{Mathematics and Computer Science}\par
\textsc{Emory University}
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