Introduction:
Automorphic forms play a key role in modern number theory, and we aim to make them more visible in Hungary. The group focuses on mainstream topics like: the density of the exceptional automorphic spectrum, bounding automorphic forms and their L-functions, identities of spectral origin, and the p-adic Langlands program.
Head of Group:

Harcos Gergely
research professor
research professor
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Research group:Automorphic forms
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Research department:Number theory
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Room:-
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Phone:1/4838347
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Email:harcos.gergely (at) renyi.hu
Employees:

Biró András
research professor
research professor
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Research group:Automorphic forms
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Research department:Number theory
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Room:III/12.
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Phone:1/4838351
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Email:biroand (at) renyi.hu

Erdélyi Márton Kristóf
research fellow
research fellow
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Research group:Automorphic forms
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Research department:Number theory
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Room:III.15
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Phone:+36 1 483 8333
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Email:erdelyi.marton (at) renyi.hu

Maga Péter
senior research fellow
senior research fellow
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Research group:Automorphic formsAnalytic Number Theory and Representation Theory
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Research department:Number theory
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Room:III.2.
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Phone:+3614838347
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Email:maga.peter (at) renyi.hu

Tóth Árpád
research professor
research professor
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Research group:Automorphic forms
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Research department:Number theory
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Room:III.12.
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Phone:+3614838351
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Email:toth.arpad (at) renyi.hu
Events:
Keshav Aggarwal (University of Maine): Subconvexity results via simplified delta methods
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Online, ZOOM webinar
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Peter Humphries (University of Virginia): Newform theory for $\mathrm{GL}_n$
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Online, ZOOM webinar
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Jesse Thorner (UIUC): An approximate form of Artin's holomorphy conjecture and nonvanishing of Artin $L$-functions
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Online, ZOOM webinar
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Online Conference in Automorphic Forms
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Online, see details
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POSTPONED - Automorphic Forms in Budapest 2020
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Alfréd Rényi Institute
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Otmar Venjakob (Universität Heidelberg): Explicit Reciprocity Laws in Number Theory
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Rényi Intézet, Kutyás terem
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Yves Martin (Universidad de Chile): On a generalization of Haberland's formula for weakly holomorphic forms
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Rényi Intézet, Kutyás terem
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Tim Browning (IST Austria): The Hasse principle for random hypersurfaces
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Rényi Intézet, Kutyás terem
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Tal Horesh (IST Austria): Equidistribution in primitive vectors and sublattices of $\mathbb{Z}^n$
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Rényi Intézet, Nagyterem
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