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Friday October 17
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| TIME |
SPEAKER |
TALK TITLE |
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12:00-12:25
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Registration
|
| 12:25-12:30 |
Welcome remarks |
12:30-12:50
|
1. Artem Zvavitch
U. of Missouri-Columbia |
The Busemann-Petty problem for Gaussian measures
|
12:55-1:15
|
2. Roger W. Barnard
Texas Tech U. |
Minimal harmonic mesure on complimentary regions
|
1:20-1:40
|
3. Brock Williams
Texas Tech U. |
Constructing Conformal Maps of Physical Surfaces Using Circle
Packings
|
1:45-2:05
|
4. Sergei Merenkov
U. of Michigan |
Determining biholomorphic equivalence of
manifolds from their semigroups of holomorphic self-maps
|
2:20-3:10
|
Tadeusz Iwaniec
Syracuse U.
|
p-harmonic equations I
|
| 3:10-3:30 |
Tea time
|
3:30-4:20
|
John Lewis
U. of Kentucky
|
Symmetry Theorems and Uniform Rectifiability
|
4:30-4:50
|
5. Peter Hasto,
U. of Michigan
|
Variable exponent Lebesgue and Sobolev spaces
|
4:55-5:15
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6. Luigi D'Onofrio
U. of Napoli and Syracuse U.
|
The $p$-Harmonic Transform Beyond its Natural Domain of Definition,
Interpolation and Continuity
|
5:20-5:40
|
7. James Peirce
UC Davis
|
Results on the Lagrangian averaged Navier-Stokes Equations
|
5:45-6:05
|
8. Caroline Sweezy
New Mexico State U.
|
Subspaces of weak L-infinity
|
6:10-6:30
|
9. Mikil Foss
Kansas State U.
|
A condition sufficient for partial regularity of minimizers in
two-dimensional nonlinear elasiticity
|
|
|
| 8:00 - ... |
After-dinner party at Emmily's and
Pietro's home |
|
Saturday October 18
|
| TIME |
SPEAKER |
TALK TITLE |
8:00-8:20
|
10. Leonid Kovalev
Washington U. in St. Louis
|
Comparison theorems for the one-dimensional Schrödinger equation
|
8:25-8:45
|
11. Virginia Naibo
U. of Kansas
|
The universal maximal operator on special classes of functions
|
8:50-9:10
|
12. Genevra Neumann
Kansas State U.
|
Valence of Harmonic Functions
|
9:15-9:35
|
13. Chiara Frosini
U. di Firenze
|
Holomorphic Dynamics on bounded domains
|
| 9:35-9:50 |
Coffee break
|
9:50-10:15
|
14. Gerard Ornas
McNeese State U.
|
Extremal Values for a Class of Functionals over Hyperbolically
Convex Functions
|
10:20-10:40
|
15. Robert Smits
New Mexico State U.
|
Heat Kernels in Some Self-Similar Domains
|
10:45-11:05
|
16. Christian Wolf
Wichita State U.
|
Measures of maximal dimension for hyperbolic diffeomorphisms
|
11:10-11:30
|
17. Ivan Blank
U. of Louisville
|
Eliminating Mixed Asymptotics in Obstacle Type Free Boundary
Problems
|
|
|
| 11:30 - 12:30 |
Lunch provided by the Department of Mathematics |
|
|
12:30-12:50
|
18. Diego Maldonado
U. of Kansas |
Properties of the solutions to the Monge-Ampere equation
|
12:55-1:15
|
19. Byung-Geun Oh
Purdue U. |
Zeros of the Derivatives of Faber Polynomials Associated with a
Universal Covering Map
|
1:20-1:40
|
20. John Ryan
U. of Arkansas |
Dirac operators, automorphic forms and Hardy spaces on some conformally
flat manifolds
|
1:45-2:05
|
21. Jani Onninen
U. of Michigan |
Mappings of finite distortion: The sharp modulus of continuity
|
2:20-3:10
|
Tadeusz Iwaniec
Syracuse U.
|
p-harmonic equations II
|
| 3:10-3:30 |
Tea time
|
3:30-4:20
|
Juan Manfredi
U. of Pittsburgh
|
p-Harmonic functions in Euclidean space and
in the Heisenberg group
|
4:30-4:50
|
22. Thomas Bieske
U. of South Florida
|
Absolute Minimizers and Infinite Harmonic Functions in Carnot
Groups
|
4:55-5:15
|
23. Petronela Radu
Carnegie Mellon U.
|
Weak solutions of semilinear wave equations
|
5:20-5:40
|
24. Alexander Stokolos
DePaul University Chicago
|
A note on the Gurov-Reshetnyak Lemma
|
5:45-6:05
|
25. Malgorzata Stawiska
Purdue U.
|
Riemann- Hurwitz formula and Morse theory
|
6:10-6:30
|
26. Clint Richardson
Stephen F. Austin State U.
|
Concentration of Area in Half-planes
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