Weekly Colloquium/Seminar Notices
| MONDAY, 2/23 |
2:00 PM
MTH 1311 | ALGEBRA AND NUMBER THEORY SEMINAR
Harry Tamvakis, UMCP:
Arakelov Theory on Homogeneous Spaces
of the Classical Lie Groups
|
4:00 PM
MTH 1311 | STUDENT ANALYSIS/PDE SEMINAR
Wei-Hsuan Yu, UMCP:
Single versus Several Complex Variables
|
| TUESDAY, 2/24 |
3:00 PM
MTH 1311
| LOGIC SEMINAR
Vincent Guingona, UMCP:
Kueker's Conjecture
|
3:30 PM
MTH 1308 | STUDENT DYNAMICS SEMINAR AND RIT
Joseph Galante, UMCP:
Cometary Escape in the Restricted Circular
Planar Three Body Problem
|
| WEDNESDAY, 2/25 |
2:00 PM
MTH 1311
| LIE GROUPS AND REPRESENTATION THEORY SEMINAR
Moshe Adrian, UMCP:
Revisiting Local Langlands for GL(2)
|
2:00 PM
CSIC 4122 | CSCAMM SEMINAR
Professor Benjamin Shapiro, Department of
Aerospace Engineering, UMCP:
Control of Small Things: From Steering Cells on
Chips to Targeting Drugs to Deep Tumors
|
3:00 PM
MTH 1313 | STUDENT GEOMETRY/TOPOLOGY SEMINAR
Jeff Frazier, UMCP:
Compactifying Teichmüller Space Via
Surface Group Actions on R-Trees
|
| THURSDAY, 2/26 |
12:15 PM
1207 Energy Res. Bldg. | APPLIED DYNAMICS SEMINAR
Rhonda Dzakpasu, Georgetown University:
Temporal Interdependencies between Coupled
Neurons in CNS Networks
|
2:00 PM
MTH 1313 | STUDENT ALGEBRA/NUMBER THEORY SEMINAR
Sean Kelly, UMCP:
Primes of the Form x2 + ny2
|
3:30 PM
MTH 3206 | JOINT PDE/NUMERICAL ANALYSIS SEMINAR
Professor Emeritus Bruce Kellogg,
Dept. of Mathematics and IPST, UMCP:
A Singularly Perturbed Semilinear Reaction-Diffusion
Problem in a Polygonal Domain
|
3:30 PM
MTH 1313 | STATISTICS SEMINAR
Lior Noy, Harvard Medical School:
Studying Eye Movements in Movement Imitation
|
3:30 PM
MTH 1311 | DYNAMICS SEMINAR
Van Cyr (Penn State):
Obstructions to the Existence of Equilibrium
Measures for Countable Markov Shifts
|
| FRIDAY, 2/27 |
12:00 PM
CSIC 4122
| CSCAMM SEMINAR (Note Special Day and Time)
Nicholas Taylor, Cornell University:
Second-order Spectral Evolutions
|
3:00 PM
MTH 3206 | MATHEMATICS COLLOQUIUM
Jim Colliander (University of Toronto):
Exploding, Rough and Turbulent Solutions
of Nonlinear Schrödinger Equations
|
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