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【数论讨论班】A pair correlation problem and counting lattice points via the zeta function

【 发布日期:2020-09-07 】

题目:A pair correlation problem and counting lattice points via the zeta function

主讲人:Daniel El-Baz(Graz University of Technology)

摘要:The pair correlation function is a local measure of the randomness of a sequence. The behaviour of the pair correlation of sequences of the form ({a_n alpha}) for almost every real number alpha where (a_n) is a sequence of integers is by now relatively well-understood. In particular, a connection to additive combinatorics was made by relating that behaviour to the additive energy of the sequence (a_n).

Zeev Rudnick and Niclas Technau have recently started investigating the case of (a_n) being a sequence of real numbers. This talk is based on joint work in progress with Christoph Aistleitner and Marc Munsch in which we pursue this line of research.

时间:2020年9月8日,14:00-15:00

地点:腾讯会议,会议 ID:995 338 269


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