Week of September 18 - 22, 2000

Statistical Mechanics Wednesday 2:00 Jadwin 343

Topic: Relaxation and Diffusion of Chaotic Systems September 20

Presenter: Shmuel Fishman, Technion, Israel

Ergodic Theory and Statistical Mechanics Thursday 2:00 Fine 401

Topic: TBA September 21

Presenter: Christian Gruber, Lausanne, Ecole Polythechnic Federale

Special Lecture Series Thursday 4:00 Fine 314

Topic: Applied string/M theory September 21

Presenter: Nikita Nekrassov, Princeton University Physics and IHES

Abstract: The four-lecture mini-course will give a brief introduction to modern string theory, aimed at the mathematical audience. The first lecture will be devoted to the basics: from quantum field theory to first quantized string theory, bosonic string amplitudes, Deligne-Mumford moduli space of curves and Mumford measure on it. The second lecture will deal exclusively with closed topological strings, Gromov-Witten theory, mirror symmetry, applications to singularity theory. The third lecture will deal with open topological strings and D-branes, deformation quantization, Chern-Simons theory. The last lecture will introduce to M-theory, and

noncommutative geometry as seen by string theory.

Week of September 25 - 29, 2000

Statistical Mechanics Seminar Wednesday 2:00 Jadwin 343

Topic: Universality and the two dimensional Ising Model September 27

Presenter: Thomas Spencer, Institute for Advanced Study

Week of October 2 - 6, 2000

Special Lecture Series Tuesday 4:00 Fine 314

Topic: Applied string/M theory October 3

Presenter: Nikita Nekrassov, Princeton University Physics and IHES

Abstract: The four-lecture mini-course will give a brief introduction to modern string theory, aimed at the mathematical audience. The first lecture will be devoted to the basics: from quantum field theory to first quantized string theory, bosonic string amplitudes, Deligne-Mumford moduli space of curves and Mumford measure on it. The second lecture will deal exclusively with closed topological strings, Gromov-Witten theory, mirror symmetry, applications to singularity theory. The third lecture will deal with open topological strings and D-branes, deformation quantization, Chern-Simons theory. The last lecture will introduce to M-theory, and

noncommutative geometry as seen by string theory.

Special Lecture Series Thursday 4:00 Fine 314

Topic: Applied string/M theory October 5

Presenter: Nikita Nekrassov, Princeton University Physics and IHES

Date: Thursday, October 5, 2000, Time: 4 p.m., Location: Fine 314

Abstract: The four-lecture mini-course will give a brief introduction to modern string theory, aimed at the mathematical audience. The first lecture will be devoted to the basics: from quantum field theory to first quantized string theory, bosonic string amplitudes, Deligne-Mumford moduli space of curves and Mumford measure on it. The second lecture will deal exclusively with closed topological strings, Gromov-Witten theory, mirror symmetry, applications to singularity theory. The third lecture will deal with open topological strings and D-branes, deformation quantization, Chern-Simons theory. The last lecture will introduce to M-theory, and

noncommutative geometry as seen by string theory.

 

 

 

 

 

 

 

 

Week of October 16 - 20, 2000

Special Lecture Series Wednesday 4:00 Fine 314

Topic: Applied string/M theory October 18

Presenter: Nikita Nekrassov, Princeton University Physics and IHES

Abstract: The four-lecture mini-course will give a brief introduction to modern string theory, aimed at the mathematical audience. The first lecture will be devoted to the basics: from quantum field theory to first quantized string theory, bosonic string amplitudes, Deligne-Mumford moduli space of curves and Mumford measure on it. The second lecture will deal exclusively with closed topological strings, Gromov-Witten theory, mirror symmetry, applications to singularity theory. The third lecture will deal with open topological strings and D-branes, deformation quantization, Chern-Simons theory. The last lecture will introduce to M-theory, and

noncommutative geometry as seen by string theory.