Weekly Colloquium/Seminar Notices
| MONDAY, 10/15 |
3:00 PM
MTH 1311
| GEOMETRY/TOPOLOGY SEMINAR
Richard Schwartz, Brown University:
Outer Billiards on Kites
|
| TUESDAY, 10/16 |
12:30 PM
MTH 3206 | AMSC STUDENT SEMINAR
Panel/lunch: Finding an Advisor
Matt Hoffman, UMCP:
Oceanic and Atmospheric Data Assimilation
Fei Xue, UMCP:
Introduction to Preconditioned Iterative Solvers in Eigenvalue Computation
|
2:00 PM
MTH 1311 | STUDENT GEOMETRY/TOPOLOGY SEMINAR
Anton Lukyanenko, UMCP :
Fuchsian Groups
|
2:00 PM
MTH 1310 | STUDENT DYNAMICS SEMINAR
Rodrigo Trevino, UMCP:
Instabilities of Hamiltonians with many Degrees of Freedom and Arnold Diffusion
|
3:00 PM
MTH 1311 | LOGIC SEMINAR
John Goodrick, UMCP:
Introduction to Dependent Theories
|
3:30 PM
MTH 3206 | NUMERICAL ANALYSIS SEMINAR
Prof. John Osborn, UMCP:
Quadrature for Meshless Methods
|
| WEDNESDAY, 10/17 |
1:00 PM
(Special Time) CSIC 4122
| CSCAMM SEMINAR
Dr. Istvan Szunyogh, Institute for Physical
Science and Technology, University of Maryland:
Development of a Data Assimilation System to Estimate
the State of Large Spatio-temporally Chaotic Systems
|
3:30 PM
MTH 1313 | STUDENT STATISTICS AND PROBABILILTY SEMINAR
Ritaja Sur:
Varying Coefficient Models
|
4:00 PM
MTH 3206 | MATHEMATICS MINICOURSE SERIES
Radu Balan:
Nonlinear Signal Reconstruction: Moving Beyond
Linear Transformations and Left Inverses
|
| THURSDAY, 10/18 |
12:15 PM
1207
Energy
Res. Bldg.
| APPLIED DYNAMICS SEMINAR
Francesco Sorrentino, University of Naples Federico II:
Controllability of Complex Networks via Pinning
|
3:30 PM
MTH 3206 | PDE/APPLIED MATH SEMINAR
Young-sam Kwon, CSCAMM & Department of
Mathematics, UMCP:
Strong Trace for Scalar Conservation Laws
|
3:30 PM
MTH 1313 | JOINT STATISTICS/NORBERT WIENER CENTER SEMINAR
Professor Radu Balan, Mathematics Department
and CSCAMM, UMCP:
Sparse Component Analysis: Use of Statistical Methods
And Sparse Signal Representations in Convolutive
Blind Source Separation Problems
|
| FRIDAY, 10/19 |
3:00 PM
MTH 3206
| MATHEMATICS COLLOQUIUM
Richard Wentworth, Johns Hopkins University:
Harmonic Maps and Representations of Surface Groups
|
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