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To restore the unity of mathematics, to be able to understand what our colleagues from other domains do.
The seminar takes place (as a rule) every fortnight on Thursday at 15:40 in the conference hall (IUM, 4th floor). It is announced by e-mail (to be included into the mailing list, write to Serge Lvovski <serge@mccme.ru>).
If mathematics is dear to your heart, you are cordially invited.
More detailed information (including
abstracts) is available in Russian.
Go back to the main page.
List of talks
2003
Maxim Kontsevich (IHES)
Integer affine structures and non-archimedean geometry
Laurent lafforgue (IHES)
A geometric approach to the "fundamental lemma" (after
Laumon-Goresky, Kottwitz, and MacPherson). This lecture will be
followed by a crash course (on November 18, 20, 25, and 27).
Gilles Lachaud (Institut des math. de Luminy - CNRS)
Sails and Klein Polyhedra
Victor Ivrii (University of Toronto)
Sharp spectral asymptotics for operators with irregular coefficients
A.S.Losev (ITEP)
Homotopy algebras, topologicla strings, and problems of
theoretical physics
V.Batyrev (University of Tübingen)
Toric residues in mirror symmetry
Yu.I.Manin (Max-Planck-Institut für Mathematik)
Georg Cantor and the XXth century
E.B.Dynkin (Cornell University)
Probability and analysis
D.Fuchs (University of California at Davis)
Knots in contact geometry
Leonid Levin (University of California at Davis)
Randomness and non-determinism
Bernhard Keller (Paris-7)
Hochschild cohomology and derived Picard groups
O.Schwarzman (IUM)
Chevalley theorem: 50 years after
A.Belavin (Landau Institute; IUM)
Bootstrap approach to the conformal and integrable quantum field theories
L.Lafforgue (IHES)
Introduction to endoscopy
G.Olshanskiy (IITP)
Harmonic analysis on the infinite-dimensional unitary group
A.Borodin (CalTech)
Random permutations, random words, and Painlevé difference
equation
V.Danilov (CEMI)
Horn problem and discrete convexity
Olivier Mathieu (Institut Girard Desargues, Lyon)
Connections on stable bundles
S.Artemov (MSU; CUNY Graduate Center, New York)
Can the classical mathematics think intuitionistically?
A.Alexeevskiy (MSU)
How to read the genome?
Jan Stienstra (Mathematisch Instituut Universiteit Utrecht)
L-functions, Mahler measures, Yukawa coupling, modular forms
A.Rybko (IITP)
Poisson conjecture for big symmetric communication networks
V.Schechtman (Université Paul Sabatier, Toulouse)
Vertex algebras related to algebraic varieties
2002
V.Serganova (Univ. of California, Berkeley)
Local;isation theorem and method of orbits for Lie superalgebras
S.Orevkov (Steklov Math Institutute, Moscow; Univesité Paul Sabatier, Toulouse)
Real algebraic and pseudoholomorphic plane curves
M.Shubin
Nash equilibrium
L.Lafforgue (IHES)
Grassmannians and convexity
M.Finkelberg (IUM)
Uhlenbeck compactifications and affine Lie algebras
G.Litvinov (IUM)
Dequantization of mathematics and introduction to idepotent
calculus
Val.Schechtman (IUM; ITTP)
Spatial modal logics
R.Minlos (IUM; ITTP)
Quantization according to Feynman
S.Vladuts (Marseille)
From main theorem of arithmetics to infinite global fields
M. Moussaoui (Ecole Centrale de Lyon)
Sums of Operators and Boundary-Value problems
Pierre Schapira (joint work with M. Kashiwara)
Ind-sheaves and Grothendieck topologies for the analysts
Svetlana Katok (Penn State University)
Everything You Always Wanted to Know About Matrices of Seocnd order
P.Deligne (Princeton)
Report on Multizeta Values
V.Buchstaber (MSU)
Lie algebra of polysymmetric vector fields and algebraic
varieties of polysymmetric polynomials
M.Tsfasman (Institut de mathéiques de Luminy; IITP,
Moscow; IUM)
Geometry over finite fields
J.-M.Fontaine
Galois srepresentations of p-adic fields
S.Alesker
Representation theory in convex and integral geometries
A.Sossinsky (IUM)
Can the Poincaré conjecture be false?
A.N.Parshin (Steklov Math Institute)
Local constructions in algebraic geometry
2001
R.Grigorchuk
Spetra of operators on groups and Atyiah problem on L^2 Betti
numbers
S.Gussein-Zade (IUM; MSU)
On motivic integration and its analogs.
S.Shlosman (CNRS; IITP)
Geometric variational problems of combinatorics and statistical
physics
A.G.Sergeev (Steklov Math Institute)
Abrikosov strings and Seiberg-Witten equations
S.Novikov (Steklov Institute, Univ. of Maryland)
Geometry of Poisson structures
S.Gindikin (Rutgers University)
Integral geometry: on the borderline between analysis and geometry
A.Khovansky (University of Toronto, IUM)
Arnold's problem on hyperbolic hypersurfaces in projective spaces
V.Buchstaber (MSU)
Symmetric polynomials of several vectorial arguments: classical
problems and modern applications
A.Vershik (POMI)
Limit theorems for typical geometric configurations and their
applications.
D.Leites (University of Stockholm)
Why an engineer or a banker should compute Lie algebra
cohomology?!
(An abstract in English is available).
S.Dobrokhotov (MSU)
From Maslov algebra of
singular solutions of quasilinear hyperbolic systems to Hill
equations and realistic models of the typhoon.
A.Beilinson (University of Chicago)
Determinant of the de Rham cohomology of curves.
Yu.Neretin (IUM)
Fractional diffusion, the diffeomorphism group of the circle, and
loop groups.
E.Vinberg (MSU)
Radon transform of symmetric spaces.
V.Nikulin (Steklov Institute, Moscow)
Classification of Lorentzian Katz-Moody algebras of rank 3.
2000
Yu.Zarhin (Penn State University)
Hodge and Weil classes on
abelian varieties.
Nicolas Nadirashvili (University of Chicago; IITP, Moscow)
Mean values and
harmonic functions.
A.Khovansky (Univ. of Totronto; IUM)
Systems of algebraic
equations with common Newton polyhedra.
A.Khelemsky (MSU)
Flat modules and
harmonic analysis on groups.
V.Maslov (MSU)
Quantization of thermodynamics
S.Lando (IUM)
Invariants of graphs
related to Vassiliev invariants of knots.
A.Bolibrukh (Steklov Math Institute)
Riemann-Hilbert problem
on compact riemann surfaces.
V.Arnold (Université; Steklov Math Institute)
A.Zelevinski (Northeastern
University, Boston, USA)
Generalized
Littlewood-Richardson coefficients, caonical bases, and total
positivity.
Yu.Manin (Max-Planck-Institut, Bonn)
Mordell-Weil problem for
cubic surfaces.
S.Gelfand (IITP and American
Mathematical Society)
On the number of
solutions of quadratic equations.
Ya.Sinai (Princeton)
Dynamics of the
adiabatic piston.
Yu.Manin (Max-Planck-Institut, Bonn)
Noncommutative geometry and quantum theta functions. Lecture
notes in Russian are available.
V.Ivrii (Univ. of Toronto)
All this began with Weyl...
M.Tsfasman (Institut de mathéiques de Luminy; IITP,
Moscow; IUM)
Algebraic geometry and number
theory in the problem of sphere packings. Lecture
notes in Russian are available.
B.Feigin (IUM)
Vertex algebras and
their applications in algebraic geometry
V.Vassiliev (IUM)
Ramified integrals
an Picard-Lefschetz theory.
O.Bogoyavlensky (Steklov Math Institute; Queen's University of
Kingstone, Canada)
Diophantine equations and
problems of analysis appearing in the theory of astrophysical jets.
Yu.S.Ilyashenko (IUM; MSU)
A hundred years
of Hilbert's sixteenth problem (on limit cycles).