In 1982, Number Theorists in New York City and its environs began meeting regularly at the Graduate Center of the City University. The location was convenient to all parts of the city as well as to major transportation hubs. The original organizers were Harvey Cohn, David Chudnovsky, Gregory Chudnovsky and Melvyn B. Nathanson. Harvey Cohn has retired, but Nathanson is now based in the City University and able to act as host of the seminar.
Proceedings of the Seminar have been published by Springer-Verlag, originally in the Lecture Notes in Mathematics series
| Date | Speaker and
Affiliation |
Title of talk |
|---|---|---|
| February 6, 2003 | Matt DeVos Princeton University |
A solution to Kneser's critical problem. (abstract) |
| February 13 | Bela Bajnok Gettyburg College |
The independence number of a subset of an abelian group. (abstract) |
| February 20 | Mel Nathanson CUNY Lehman College |
Generalized additive bases, Konig's lemma, and the Erdos-Turan conjecture (abstract) |
| February 27 | No meeting | |
| March 06 | Jozsef Solymosi University of California at San Diego |
On sums and products of complex numbers (abstract) |
| March 13 | Sinan Gunturk Courant Institute |
One-Bit Quantization: 0-1 Sequences with Prescribed Moving Averages (abstract) |
| March 20 | Mel Nathanson CUNY Lehman College |
Additive number theory and the Hausdorff dimension of Kakeya sets (apres Bourgain, Katz, and Tao) (abstract) |
| March 27 | No meeting | |
| April 03 | David Moulton
Center for Communications Research, Princeton |
Representing powers of numbers as subset sums of small sets(abstract) |
| April 10 | Sinai Robins, Temple University | Arithmetic progressions of coefficients from rational functions and some spectral zeta functions(abstract) |
| Some weeks pass | ||
| May 01 | No meeting to avoid conflict with extended meeting of Arithmetic Geometry Seminar | |
| May 08 | Alexander Rozenblyum
New York City College of Technology, CUNY |
Quantum Groups: introduction and basic concepts(abstract) |
| May 15-17 | Workshop on Additive Number Theory and Applications to Harmonic Analysis(announcement with a link for current information) | |