Mathematics Department Seminars

Princeton University Seminars

Nearby Seminars
IAS seminars
Rutgers seminars
Rutgers colloquia

ArcArchived Info

Academic Year 1998 - 1999
Academic Year 1999 - 2000
Academic Year 2000 - 2001
Academic Year 2001 - 2002
Academic Year 2002 - 2003
Academic Year 2003 - 2004
Academic Year 2004 - 2005
Academic Year 2005 - 2006
Academic Year 2006 - 2007
Academic Year 2007 - 2008


Contact Us:

 

 

SEMINARS
Updated: 5-7-2008
   
MAY 2008
   
Analysis Seminar ***Please note special date and time and location
Topic: Euler equations with physical vacuum singularity
Presenter: Juhi Jang, IAS
Date:  Wednesday, May 7, 2008, Time: 2:00 p.m., Location: Fine 314
Abstract: In this talk I will present a recent result on the local existence theory of one-dimensional compressible Euler equations with physical vacuum singularity. This is a joint work with N. Masmoudi.
   
Ergodic Theory and Statistical Mechanics Seminar ***Please note special date
Topic: Nonconvergence examples in averaging
Presenter: Yuri Kifer, Hebrew University
Date:  Wednesday, May 7, 2008, Time: 2:00 p.m., Location: Fine Hall 401
Abstract:

See http://www.math.princeton.edu/~seminar/2007-08-sem/Kifer2008.pdf

   
Princeton University/Institute for Advanced Study Joint Number Theory Seminar
Topic: The Divisor Matrix, Dirichlet Series and SL(2,Z)
Presenter: P. Sin, University of Florida
Date:  Thursday, May 8, 2008, Time: 4:30 p.m., Location: IAS SH-101
Abstract: The divisor matrix is indexed by the natural numbers with (i,j) entry equal to one if i divides j and 0 otherwise. The convolution of a Dirichlet series with the Riemann zeta function corresponds to multiplication of the sequence of coefficients by the divisor matrix. In this talk, we consider groups which contain the divisor matrix and preserve the space of convergent Dirichlet series. A reduction step is to show that the divisor matrix can be brought to a Jordan normal form by transition matrices which preserve the above space. We then construct an representation of SL(2,Z) on the space of convergent Dirichlet series in which the standard unipotent element is represented by the divisor matrix. Finally, we discuss the relation between the zeta function and the Dirichlet series arising from other elements of SL(2,Z) in this representation. Joint work with John G. Thompson.
   
Operations Research and Financial Engineering Colloquium
Topic: Competition, Human Capital, and Growth: a MFG stylized model
Presenter: Jean Michel Lasry, University Paris Dauphine
Date:  Thursday, May 8, 2008, Time: 4:30 p.m., Location: E-219, E-Quad
Abstract: See http://orfe.princeton.edu/lasry-abstract.pdf
   
Operations Research and Financial Engineering Colloquium
Topic: TBA
Presenter: Paulo Silva, University of Sao Paulo
Date:  Thursday, May 15, 2008, Time: 4:30 p.m., Location: E-219, E-Quad