Pure Maths Colloquium: A gentle introduction to the global Langlands correspondence
22 October 2012 16:00 in CM221
The global Langlands correspondence is a conjectural bijection
between isomorphism classes of three different kinds of objects over number
fields: Galois representations, automorphic representations for GL(n),
and pure motives. They are all parametrised by a sequence of numbers
indexed by primes (L-functions).
I will define these objects as much as possible, and give an overview
of some known cases.
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