Rényi Institute Automorphic Forms Seminar

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number theory

Alfréd Rényi Institute of Mathematics

Audience: Researchers in the topic
Seminar series times: No fixed schedule
Organizer: Péter Maga*
*contact for this listing
Upcoming talks
Past talks
Your timeSpeakerTitle
ThuMay 0512:00Radu TomaHybrid sup-norm bounds for automorphic forms in higher rank
ThuApr 2812:00Bingrong HuangUniform bounds for $GL(3)\times GL(2)$ $L$-functions
ThuMar 3112:00Ramon M. NunesIntegral representations of $L$-functions and spectral identities
ThuMar 1713:00Zhi QiAsymptotic for the cubic moment of Maass form L-Functions
ThuMar 0315:00Joshua StuckyThe sixth moment of automorphic $L$-functions
ThuFeb 1713:00Han WuMotohashi's formula towards Weyl bound subconvexity IV
ThuFeb 0313:00Olga Balkanova, Dmitry FrolenkovMotohashi's formula towards Weyl bound subconvexity III
ThuJan 2013:00Han WuMotohashi's formula towards Weyl bound subconvexity II
ThuJan 0613:00Han WuMotohashi's formula towards Weyl bound subconvexity I
ThuDec 0913:30Peter ZenzQuantum variance for holomorphic Hecke cusp forms on the vertical geodesic
ThuNov 2513:00Edgar AssingThe sup-norm problem in small $p$-adic $K$-types of $GL(2)$
WedJul 0715:00Nina ZubrilinaConvergence to Plancherel measure of Hecke eigenvalues
WedMay 1211:30Yujiao JiangBombieri--Vinogradov theorem for $GL(n)$ automorphic $L$-functions
WedApr 2109:00Asbjørn NordentoftWide moments of automorphic $L$-functions
WedApr 1407:00Didier LesesvreHybrid subconvexity for $GL(3)$ $L$-functions
WedFeb 2410:00Valentin BlomerThe Weyl bound for triple product $L$-functions
WedFeb 1710:00Jiakun PanThe $L^4$-norm problem for newform Eisenstein series
WedJan 2010:00Siu Hang ManA density theorem for $Sp(4)$
WedJan 1313:00Keshav AggarwalSubconvexity results via simplified delta methods
WedNov 1110:00Peter HumphriesNewform theory for $\mathrm{GL}_n$
MonOct 2616:00Jesse ThornerAn approximate form of Artin's holomorphy conjecture and nonvanishing of Artin $L$-functions
WedOct 2109:00Subhajit JanaSecond moment of the central values of Rankin-Selberg $L$-functions
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