
Lecture Shedule
May 15, Wednesday, PDMI, 311
A. Smirnov, 17.00 18.30, Lecture 1  The Global and Local Fields, Adeles and Ideles.
S. Gorchinskiy, 19.00  20.30, Lecture 1  Smooth representations of 1groups.
May 17, Friday, 17.00 18.30, PDMI, 311
S. Gorchinskiy, Lecture 2  Irreducible smooth representations.
May 18, Saturday, 11.00  12.30, PDMI, 311
S. Gorchinskiy, Lecture 3  Reductive groups over local fields.
May 21, Tuesday, 18.00 19.30, PDMI, 311
A. Smirnov, Lecture 2  The Galois Сohomology.
May 23, Thursday, 17.00 18.30, PDMI, 311
S. Gorchinskiy, Lecture 4  Quasicuspidal representations.
May 24, Friday, 17.00 18.30, PDMI, 311
A. Smirnov, Lecture 3  The Local Class Field Theory.
May 25, Saturday, PDMI, 311
S. Gorchinskiy, 11.00  12.30, Lecture 5  Bernstein components.
A. Smirnov, 13.00  14.30, Lecture 4  The Global Class Field Theory.
May 28, Tuesday, 18.00  19.30, PDMI, 311
A. Smirnov, Lecture 5  The Weil Groups and the Hecke Characters.
May 30, Thursday, 10.00  11.30, Chebyshev Lab, 11
JP. Labesse, Lecture 1  From Modular forms to Automorphic representations. Spectral decomposition of the space of automorphic forms.
May 31, Friday, 10  1130, Chebyshev Lab, 11
JP. Labesse, Lecture 2  The Langlands correspondence. Application to Base change and Automorphic induction..
June 1, Saturday, 11.00  12.30, PDMI, 311
A. Parshin, Lecture 1  Adeles and class field theory for algebraic surfaces (unramified case).
June 4, Tuesday, 11.00  12.30, PDMI, 311
JP. Labesse, Lecture 3  ArthurSelberg trace formula. The twisted case.
June 5, Wednesday, 17.00  18.30, PDMI, 311
JP. Labesse, Lecture 4  Particular cases of twisted endoscopy: Transfer of orbital integrals and Fundamental lemma for base change and automorphic
induction.
June 6, Thursday, 17.00  18.30, PDMI, 311
A. Parshin, Lecture 2  Direct image conjecture (properties of the automorphic induction) and implications for zeta and Lfunctions.
June 7, Friday, 10.00  11.30, PDMI, 311
JP. Labesse, Lecture 5  Base change and Automorphic induction: Statement of the results. Sketch of the proofs.
June 8, Saturday, 11.00  12.30, PDMI, 311
A. Parshin, Lecture 3  Relation with Lafforgue theorem on the Langlands correspondence on algebraic curves.
