Theta series of ternary quadratic lattice cosets
2022.02.14- Date
- 2022-01-26 (16:30 ~ 18:00)
- Location
- Online(zoom)
January 26(Wednesday)2022,16:30- 18:00,via Zoom
▶Speaker : Daejun Kim (KIAS)
▶Title : Theta series of ternary quadratic lattice cosets
▶Abstract : In this talk, we are interested in relation between algebraic and analytic theories of quadratic forms which are linked by their theta series, with a particular interest in the ternary case. Schulze-Pillot’s result will be described which explains the connection between the spinor genus theory on the algebraic side and a natural decomposition of theta series as a modular form of weight 3/2 on the analytic side. Moreover, we will present a recent work that extends Schulze-Pillot’s result to quadratic forms with congruence conditions in terms of quadratic lattice cosets. This is joint work with Ben Kane.
* Title : Theta series of ternary quadratic lattice cosets – Daejun Kim – BRL seminar
▶회의일시: 2022.1.26 (16:30~)
▶ Zoom링크 : https://unist-kr.zoom.us/j/8415037174?pwd=OGVhMksxM1Foa0RobEJlbTJDaUYzdz09
▶회의 ID: 841 503 7174
▶암호: Z6LJqm
UNIST Number Theory group website
https://sites.google.com/view/unistntgroup/seminars