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SCHEDULE
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| 4:05 - 4:20 |
Scott Parsell (Penn State) - ES1050
Counting rational linear spaces on hypersurfaces |
John Cullinan (Massachusetts) - KP108
A Local-Global Principle for Torsion points on Abelian Varieties |
Sharon Frechette (Holy Cross) - ES142
Gaussian Hypergeometric Series and Traces of Hecke Operators |
Vsevolod F. Lev (Haifa) - ES149
On continuous postage stamping |
| 4:25 - 4:30 |
Break |
| 4:30 - 4:45 |
Marie José Bertin (Paris VI) - ES1050
Mahler's measure and Hecke L-series |
P. Guerzhoy (Temple) - KP108
Ramanujan differential operator, certain CM elliptic curve and
Kummer congruences |
David Helm (Harvard) - ES142
Analogues of character groups for Hilbert Modular Varieties |
Florian Luca (UNAM) - ES149
Totients with special arithmetic properties |
| 4:50 - 4:55 |
Break |
| 4:55
- 5:10 |
Matthew Papanikolas (Texas A&M) - ES1050
The Carlitz motive and Carlitz logarithms |
Hendrik Kasten (Karlsruhe) - KP108
A Stickelberger-Index for the Tate-Shafarevich Group |
Ling Long (Iowa State) - ES142
On Atkin-Swinnerton-Dyer congruence relations |
Christian Elsholtz (London) - ES149
Maximal Sets of Unit-distant Points |
| 5:15 - 5:20 |
Break |
| 5:20 - 5:35 |
Akos Pinter (Debrecen) - ES1050
On power values of power sums |
Amilcar Pacheco (Rio) - KP108
On the rank of abelian varieties over function fields |
Yifan Yang (National Chiao Tung University, Taiwan) - ES142
Construction and application of a class of modular functions |
Siman Wong (Massachusetts) - ES149
Specializations of one-parameter families of polynomials |
| 5:40 - 5:45 |
Break |
| 5:45 - 6:00 |
Iskander Aliev (TU Vienna) - ES1050
Diophantine approximations of rationals and related problems |
Matthew Boylan (UIUC) - ES142
2-adic properties of traces of singular moduli |
Andrei M. Raigorodskii (Moscow) - ES149
On a problem of P. Erdös |
| 4:05 - 4:20 |
Valentin Blomer (Gottingen) - ES1050
Estimates for representation numbers of quadratic forms |
David P. Roberts (Minnesota at Morris) - KP108
Singular Primes for Three Point Covers |
Mahdi Asgari (Michigan) - ES142
Generic Transfer for Similitude Spinor Groups |
Lassina Dembele (Calgary) - ES149
Quaternionic M-symbols, Brandt matrices and Hilbert modular forms |
| 4:25 - 4:30 |
Break |
| 4:30 - 4:45 |
Stephen Choi (SFU) - ES1050
Quadratic Equations With Five Prime Unknowns |
Takao Yamazaki (Tsukuba) - KP108
On Chow and Brauer groups of surfaces over local fields |
James Carter (Charleston) - ES142
Steinitz classes in generalized quaternion extensions |
Takashi Agoh (Tokyo University of Science)
- ES149
Voronoï Type Congruences for Bernoulli Numbers and Its Applications |
| 4:50 - 4:55 |
Break |
| 4:55
- 5:10 |
Ernie Croot (Georgia Tech) - ES1050
Reciprocal Power Sums Modulo a Prime |
Darrin Doud (BYU) - KP108
Even icosahedral Galois representations of prime conductor |
Griff Elder (Nebraska at Omaha) - ES142
On the necessity of new ramification breaks |
Alexander Bruno (Keldysh Institute) - ES149
The proper generalization of the continued fraction |
| 5:15 - 5:20 |
Break |
| 5:20 - 5:35 |
Rainer Dietmann (Stuttgart) - ES1050
systems of cubic forms |
Sebastian Petersen (Munich) - KP108
On a Question of Jarden and Frey about Ranks of Abelian Varieties |
Li Guo (Rutgers) - ES142
Baxter algebras and number theory |
Vladimir Parusnikov (Keldysh Institute) - ES149
Comparison of several generalizations of the continued fraction |
| 5:40 - 5:45 |
Break |
| 5:45 - 6:00 |
Stan Gurak (UCSD) - ES1050
Polynomials for Kloosterman Sums |
Adam Logan (Liverpool) - KP108
Computing the Brauer obstruction on del Pezzo surfaces of degree
4 |
Perlas Cabarrubias-Caranay (Philippines) - ES142
A Note on Williams' Proof of Scholz's Biquadratic Reciprocity
Law |
| 4:05 - 4:20 |
Alain Togbe (Purdue) - ES1050
A Parametric Family of Cubic Thue Equations |
David Cardon (BYU) - KP108
An equivalence for the Riemann Hypothesis in terms of orthogonal
polynomials |
Martin Juras (North Dakota State) - ES142
Eisenstein-Dumas criterion for irreducibility and linear transformations |
Holly Swisher (Wisconsin) - ES149
The Andrews-Stanley Partition Function and p(n) |
| 4:25 - 4:30 |
Break |
| 4:30 - 4:45 |
Clemens Fuchs (TU Graz) - ES1050
Complete solution of a problem of Diophantus and Euler |
Nathan Ng (Montreal) - KP108
Large gaps between the zeros of the Riemann zeta function |
Stephane Louboutin (Luminy) - ES142
Explicit upper bounds for |L(1, \chi)| |
Karl Mahlburg (Wisconsin) - ES149
Arithmetic of Certain Hypergeometric Modular Forms |
| 4:50 - 4:55 |
Break |
| 4:55
- 5:10 |
Lenny Fukshansky (Texas) - ES1050
Siegel's Lemma with additional conditions |
Janos Pintz (Renyi) - KP108
Explicit formulas and the exceptional set in Goldbach's problem |
Allison M. Pacelli (Williams College) - ES142
Subgroups of Any Order in Class Groups of Global Function Fields |
Alexandru Ghitza (McGill) - ES149
Some results on Siegel Hecke eigensystems (mod p) |
| 5:15 - 5:20 |
Break |
| 5:20 - 5:35 |
Kevin Hare (Waterloo) - ES1050
Lattices, Quasilattices and Pisot-Cyclotomic numbers |
Amir Akbary (Lethbridge) - KP108
On Non-Vanishing of Symmetric Square L-Functions |
Sebastian Pauli (TU Berlin) - ES142
Computing residue class rings and Picard groups of orders |
Scott Ahlgren (Illinois) - ES149
Arithmetic of coefficients of half-integral weight modular forms |
| 5:40 - 5:45 |
Break |
| 5:45 - 6:00 |
Leanne Robertson (Smith College) - ES142
Class numbers of real cyclotomic fields |
Paul Jenkins (Wisconsin) - ES149
Asymptotics of Traces of Singular Moduli |
| 3:55 - 4:10 |
Michael Mossinghoff (Davidson College) - ES1050
Lehmer's problem for polynomials with odd coefficients |
Angel Kumchev (Texas) - KP108
The large sieve in additive prime number theory |
Reginald Sawilla (Calgary) - ES142
Fast Ideal Arithmetic In Real Quadratic Fields |
Alexandra Nichifor (Washington) - ES149
Consequences of Kida's Formula for Non-Primitive Iwasawa Modules |
| 4:15 - 4:20 |
Break |
| 4:20 - 4:35 |
Jonathan Sondow - ES1050
Conditional Irrationality Bases for log(Pi) and Euler's Constant |
Mizan R Khan (Eastern Connecticut State) -
KP108
On the Maximal Difference between an Element and its Inverse
in Residue Rings |
Lenny Jones (Shippensburg) - ES142
Deterministic Primality Tests: Some Old, Some New |
Alexandru Tupan (Michigan State) - ES149
Positivity for Satake coefficients |
| 4:40 - 4:45 |
Break |
| 4:45
- 5:00 |
Hans J. H. Tuenter (York) - KP108
The Frobenius Problem, Sums of Powers of Integers, and Recurrences
for the Bernoulli Numbers |
Siguna Mueller (Calgary) - ES142
Probabilistic primality testing - who cares? |
