Weekly Colloquium/Seminar Notices
MONDAY, 5/05 |
3:00 PM
MTH 1311 |
GEOMETRY/TOPOLOGY SEMINAR
Marta Asaeda (University of Maryland):
Topics from subfactor theory and TQFT
Also see the web page for "Knots
in Washington" for other events this week. |
TUESDAY, 5/06 |
See the web page for "Knots
in Washington" for conference talks this day. |
3:30 PM
MTH 1311 |
LOGIC SEMINAR
Chris Shaw:
Definability & Decidability in Some Familiar Rings
|
3:30 PM
MTH 3206 |
NUMERICAL
ANALYSIS SEMINAR
Daniel B. Szyld (Temple University):
Convergence of Inexact Krylov Subspace Methods
|
3:30 PM
MTH 1313 |
STATISTICS
SEMINAR
Prof. Andrew Gelman, Dept. of Statistics and Dept. of Political
Science, Columbia University:
The mathematics and statistics of voting power
|
WEDNESDAY, 5/07 |
See the web page for "Knots
in Washington" for conference talks this day. |
2:00 PM
MTH 1311 |
LIE GROUPS AND REPRESENTATION THEORY
SEMINAR
Chris Laskowski, UMCP:
Definable subsets of the value group of the p-adics
|
2:00 PM
CSIC 4122 |
CSCAMM SEMINAR
Dr. Tai-Ping Liu, Stanford University:
Gas flows with shocks.
|
THURSDAY, 5/08 |
12:15 PM
1207 Energy Res. Bldg. |
APPLIED
DYNAMICS SEMINAR -- Two Twenty-Minute Talks
Sergey M. Bezrukov, NICHD, NIH:
Stochastic resonance as a consequence of improved statistics
Host: Losert
Speaker: Eric Kostelich:
TBA
|
2:00 PM
MTH 1311 |
DYNAMICS
SEMINAR
Sam Lightwood, (George Washington University):
"Embedding Finite Extensions of Nonperiodic Subshifts into the
Domino Shift: Bubbles, Foam and Almost Square Mixing"
|
3:30 PM
MTH 3206 |
PDE/APPLIED MATH
SEMINAR
Manfred Wuttig, Depart.of Materials Science, UMD:
TBA |
3:30 PM
MTH 1313 |
STATISTICS WORKSHOP
Paul Smith, UMCP:
Information Criteria for Model Selction |
4:00 PM
MTH 1311 |
WAVELET-HARMONIC ANALYSIS
SEMINAR
Dan Scholnik (NRL):
Spatio-Temporal Delta-Sigma Modulation |
4:30 PM
MTH 3206 |
PDE/APPLIED MATH
SEMINAR
Tai-Ping Liu, Stanford University:
Boltzmann equation: Fluid and particle aspects
|
FRIDAY, 5/09 |
3:00 PM
MTH 3206 |
MATHEMATICS COLLOQUIUM
Professor Katrin Becker (Physics Department, University of Utah):
The Ground State of String Theory
|
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