Weekly Colloquium/Seminar Notices
    
       
    
    
 | MONDAY, 2/24         |  
3:00 PM      MTH 1311     |  GEOMETRY/TOPOLOGY SEMINAR
  William Goldman (University of Maryland):  Proper affine actions and geodesic flows on
       hyperbolic surfaces II
  |  
4:00 PM      MTH 3206     |  MATHEMATICS GRADUATE MINICOURSE SERIES
  D. O'Leary:  Optimization III: Algorithms for solving
       optimization problems
  |  
 | TUESDAY, 2/25         |  
3:30 PM      MTH 1311
 |  LOGIC SEMINAR
  Chris Laskowski:  Quantifier Elimination: Some Algebraic Examples
  |  
3:30 PM      MTH 3206     |  NUMERICAL ANALYSIS SEMINAR
  E. Darrigrand (Univ. of Delaware):  Coupling of Fast Multipole Method and Microlocal
       Discretization for the Integral Equations of
       Electromagnetism
  |  
3:30 PM      MTH 1313     | 
STATISTICS WORKSHOP: STATISTICAL LEARNING AND DATA MINING
  Qiming Cai, UMCP:  Boosting and Additive Trees II
  |  
4:30 PM      MTH 3206     |  SPOTLIGHT ON GRADUATE RESEARCH
  Danny Dunlavy:  A Homotopy Method for Predicting the State of
       Minimal Energy for Chains of Charged Particles
  |  
 | WEDNESDAY, 2/26         |  
2:00 PM      MTH 1311     |  LIE GROUP AND REPRESENTATION THEORY SEMINAR
  Jeffrey Adams (UMCP):  Shimura Correspondence for spherical unitary
       representations
  |  
2:00 PM      MTH 3206     |  SPOTLIGHT ON GRADUATE RESEARCH
  Bob Day:  Combinatorial Auctions with Ranked Preference
  |  
4:00 PM      MTH 3206     |  MATHEMATICS GRADUATE MINICOURSE SERIES
  Prof. J. Auslander:  Minimal Flows II
  |  
 | THURSDAY, 2/27         |  
12:15 PM     1207
Energy      Res. Bldg.   |  APPLIED DYNAMICS SEMINAR
  TBA: 
  Justin Stambaugh, UMD:  Pattern formation in a monolayer of magnetic spheres
  |  
3:30 PM      MTH 1313     |  STATISTICS SEMINAR
  Dr. Yves Thibaudeau, US Census Bureau:  Approximations of the Posterior Variance via the
       Laplace method, Part II
  |  
 | FRIDAY, 2/28         |  
3:00 PM      MTH 3206     |  MATHEMATICS COLLOQUIUM
  Professor Alex Eskin (Department of Mathematics,
         University of Chicago):  Billiards, Riemann Surfaces and Number Theory
  |  
 
           |