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Upcoming Meetings

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December 2023

Lectures on selected areas in Pure Mathematics

ag.algebraic-geometry nt.number-theory
2023-12-21 through 2024-12-31
Institute of Mathematics, VAST, Hanoi, Vietnam
Hanoi ; Vietnam

Meeting Type: lecture

Contact: Phung Ho Hai, Doan Trung Cuong

Description

The purpose of this lecture series is to introduce the audience to basic ideas of specific areas of contemporary pure mathematics. Each lecture shall present an area: where it comes from, where it currently is, where it goes. Lectures will be given by prominent mathematicians twice a year: in the Spring and in the Autumn. Before and after each lecture we will organize reading seminars to prepare the audience for the lecture and to dig further into the topic of the lecture. With the lecturer’s consent, lectures will be recorded, slides and/or lecture notes will be provided if available.

June 2024

Additive Combinatorics Summer School

co.combinatorics nt.number-theory rt.representation-theory
2024-06-10 through 2024-06-14
Erdős Center of the Alfréd Rényi Institute of Mathematics
Budapest; Hungary

Meeting Type: summer school

Contact: Gergely Kiss, Mate Matolcsi, Gabor Somlai

Description

The summer school is dedicated to graduate students and young researchers, and aims to give an introduction to recent techniques and topics of additive combinatorics. The lectures of the summer school will concentrate on recent developments of the polynomial method, some combinatorial methods of additive combinatorics, and the introduction of Fourier analytic techniques connected to them. The main topics will be presented by top researchers of the area.

The lecturers will be Julia Wolf, Christian Elsholtz, Peter Pal Pach, Sean Prendiville.

Canadian Number Theory Association XVI

nt.number-theory
2024-06-10 through 2024-06-14
Fields Institute
Toronto, ON; Canada

Meeting Type: conference

Contact: see conference website

Description

none

International Conference on Lie Algebra and Number Theory

nt.number-theory ra.rings-and-algebras rt.representation-theory
2024-06-10 through 2024-06-14
National Institute of Technology Calicut
Kozhikode, Kerala; India

Meeting Type: conference

Contact: Dr. Saudamini Nayak, Dr. Chiranjit Ray, Dr. Sudhansu Sekhar Rout

Description

Lie algebras and superalgebras are among the most important algebraic structures with ample applications in modern mathematics like geometry, harmonic analysis, algebra and representation theory, and number theory. Number Theory is one of the oldest and classical branch of mathematics. This conference aims to bring together researchers working in various areas of algebra and number theory to exchange knowledge and further possible collaborations. The key topics of the conference are as follows:

  • Structure and representation theory of finite and infinite dimensional Lie algebras/Lie superalgebras
  • Number Theory (Algebraic Number Theory/ Modular Forms/ Automorphic Forms/ Diophantine Equations/ Partition Theory)
  • Applications of Lie Theory to Number Theory.

CTNT 2024

nt.number-theory
2024-06-10 through 2024-06-16
University of Connecticut
Storrs, CT; USA

Meeting Type: Summer school and conference

Contact: Alvaro Lozano Robledo, Keith Conrad

Description

A summer school during June 10-13, 2024 for advanced undergraduates and beginning graduate students and a conference on arithmetic geometry, number theory, and related topics during June 14-16, 2024.

Additive Combinatorics Workshop

co.combinatorics nt.number-theory rt.representation-theory
2024-06-17 through 2024-06-21
Erdős Center of the Alfréd Rényi Institute of Mathematics
Budapest; Hungary

Meeting Type: conference

Contact: Gergely Kiss, Mate Matolcsi, Gabor Somlai

Description

This conference is devoted to the most recent results of Additive Combinatorics. The topic of the conference is aimed to emphasize the rich interactions between additive combinatorics, harmonic analysis and number theory. The conference will bring together some recognized experts of the field, junior researchers (postdoctoral fellows and graduate students), and senior researchers from various aspects of the main topic. Beside the discussion on the recent progress in the field, it is also aimed to initiate interaction and collaboration among the participants.

Curves, Abelian VArieties, and RElated Topics

ag.algebraic-geometry nt.number-theory
2024-06-17 through 2024-06-21
Universitat de Barcelona
Barcelona, Catalonia; Spain

Meeting Type: conference

Contact: See conference website

Description

See conference website

Rethinking Number Theory

nt.number-theory
2024-06-17 through 2024-06-28
virtual; Online

Meeting Type: conference

Contact: Heidi Goodson, Allechar Serrano Lopez, Mckenzie West

Description

RNT5 will be a remote collaborative research experience for the weeks of June 17 through June 28. The goal is for participants to learn new math, get to know colleagues, and have a joyful, affirming research experience. Team leaders have planned projects for participants to work on during the workshop. You can read more about the 6 projects on our website.

To ensure that all participants can share in this joyful research experience, we ask that all who apply to participate be committed to equity and justice. We will also make time to imagine a different way to do math: How can our profession be transformed to welcome and support everyone?

RNT aims to foster diversity; we particularly encourage applications from historically underrepresented people in mathematics (including Black and Indigenous people, people of color, women, LGBTQ+ members of the community, and people with disabilities), scholars at undergraduate institutions, and in general scholars at all stages of their career who believe they would benefit from this experience. Please share this announcement with any groups, students, post docs, or scholars who might be interested in participating in this workshop.

Modular Forms, L-functions, and Eigenvarieties: a conference in memoriam of Joël Bellaïche

nt.number-theory
2024-06-18 through 2024-06-21
Paris; France

Meeting Type: conference

Contact: see conference website

Description

none

Spec(Q¯(2πi))

ag.algebraic-geometry ca.classical-analysis-and-odes nt.number-theory
2024-06-18 through 2024-06-21
Fields Institute
Toronto, ON; Canada

Meeting Type: conference

Contact: see conference website

Description

After the success and impact of Spec(Q⎯⎯⎯⎯), held at the Fields Institute in 2022, Spec(Q¯(2πi)) again aims to celebrate and promote research advances of LGBTQ2I (Lesbian, Gay, Bisexual, Transgender, Queer, 2-spirit , Intersex) mathematicians specialising in algebraic geometry, arithmetic geometry, commutative algebra, and number theory. The first edition of the conference proved to be extremely important to lay the foundations for a fertile, supportive and stimulating scientific queer community in the areas of algebraic geometry, commutative algebra and number theory. Building on the strengths of the first edition, Spec(Q¯(2πi)) will create an empowering and engaging environment which provides LGBTQ2I visibility in algebraic geometry, will support junior LGBTQ2I academics, and will crystallise new collaborative networks for participants.

Algebraic geometry, classically, is the study of the geometry of solutions of polynomial equations; through modern advances it has become an intersectional mathematical field, drawing from various aspects of algebra, number theory, geometry, combinatorics and even mathematical physics. This conference aims to highlight strong mathematical research in a wide array of topics in algebraic geometry, broadly defined. The conference will feature some plenary talks by world-leading researchers from a range of areas of algebraic geometry. To facilitate new connections across the various threads of algebraic geometry, plenary talks at Spec(Q¯(2πi)) will be aimed at a general algebro-geometric audience.

Conference on Solvable Lattice Models, Number Theory and Combinatorics

co.combinatorics mp.mathematical-physics nt.number-theory
2024-06-24 through 2024-06-26
Trinity College Dubliin
Dublin; Ireland

Meeting Type: conference

Contact: Ben Brubaker, Daniel Bump, Solomon Friedberg, Henrik P.A. Gustafsson, Katrin Wendland

Description

This conference focuses on new and emerging connections between solvable lattice models and special functions on p-adic groups and covering groups, uses of quantum groups, Hecke algebras and other methods to study representations of p-adic groups and their covers, and advances in algebraic combinatorics and algebraic geometry.

Conference on Solvable Lattice Models, Number Theory and Combinatorics

co.combinatorics mp.mathematical-physics nt.number-theory rt.representation-theory
2024-06-24 through 2024-06-26
Hamilton Mathematics Institute, Trinity College Dublin
Dublin; Ireland

Meeting Type: conference

Contact: Solomon Friedberg, Ben Brubaker, Daniel Bump, Henrik Gustafsson, Katrin Wendland

Description

This conference focuses on new and emerging connections between solvable lattice models and special functions on p-adic groups and covering groups, uses of quantum groups, Hecke algebras and other methods to study representations of p-adic groups and their covers, and advances in algebraic combinatorics and algebraic geometry.

Number Theory and Physics

mp.mathematical-physics nt.number-theory
2024-06-24 through 2024-06-28
International Centre for Theoretical Physics
Trieste; Italy

Meeting Type: conference

Contact: see conference website

Description

This workshop aims to bring together experts in number theory and physics, especially on topics on the interface of the two subjects.

Recent Progress on Hilbert’s 12th Problem

ag.algebraic-geometry nt.number-theory
2024-06-24 through 2024-06-28
International Centre for Mathematical Sciences
Edinburgh; UK

Meeting Type: conference

Contact: see conference website

Description

Hilbert’s twelfth problem asks for explicit constructions of the abelian extensions of a given number field, similar to what is known for the rational numbers and for imaginary quadratic fields. These abelian extensions are known as class fields because their Galois groups are identified with certain generalized ideal class groups. In the two known cases, the class fields are obtained via the adjunction of roots of unity and of torsion points on elliptic curves with complex multiplication. These are special values of complex analytic functions – the exponential function and elliptic functions with complex multiplication. Hilbert may have envisioned the use of special values of complex analytic functions to construct class fields of more general base fields.

In the 1970s, Harold Stark proposed a strikingly original approach to the generation of class fields, based on his conjectures on the leading term of Artin L-functions at s = 0 [St75]. In the case of abelian L-functions with a simple zero at s = 0, Stark predicted that the first derivative was the logarithm of a unit in the respective class field [St76], so exponentiating this derivative would give a generator for the abelian extension. In the two known cases, this reduced to the theory of circular and elliptic units, thanks to Dirichlet’s analytic class number formula and Kronecker’s limit formula. Although there is now extensive computational evidence that Stark’s conjecture is correct, there has been little progress on its solution.

In the 1980s Benedict Gross formulated some p-adic [Gr82] and tame [Gr88] analogues of Stark’s conjectures, which gave more information on the p-adic expansions of the conjectural units. Since the p adic L-functions involved in Gross’s conjecture are related to certain Galois modules via the main conjecture in Iwasawa theory, these conjectures have proved more amenable than their complex analogs. Refinements of the Gross-Stark conjecture were proposed in [DD06], and the p-adic conjectures of [Gr82] was proved in [DDP11]. This line of argument has culminated in the recent work of Samit Dasgupta and Mahesh Kakde [DKa], [DKb] which, by proving a large part of the conjectures of [Gr88] (along with the refinement [DD06] of the conjectures of [Gr82] in the broader setting of totally real fields) leads to a p−adic solution to Hilbert’s twelfth problem for this large class of fields.

The goal of this workshop is to take stock of this striking recent development and of other progress around the theme of related approaches to explicit class field theory. The key to much of the progress over the years is the careful study of p-adic and tame deformations of modular forms, most notably, of Hilbert modular Eisenstein series. The p-adic interpolation of classical Eisenstein series was introduced by Jean-Pierre Serre [Se72] to study the congruences of special values of L-functions and the construction of p-adic L-functions for totally real fields, and was further developed by Barry Mazur and Andrew Wiles in their proof of the main conjecture of Iwasawa theory [MW84]. The workshop will focus on the breakthroughs in [DKa] and [DKb], with a lecture series by the two authors forming the cornerstone of the activity.

The Quest for the Hidden Simplicity of Noncommutative Harmonic Analysis and Representation Theory - a conference celebrating the 70th birthday of Marko Tadić

nt.number-theory rt.representation-theory
2024-06-24 through 2024-06-28
Department of Mathematics, University of Zagreb
Zagreb; Croatia

Meeting Type: conference

Contact: Neven Grbac

Description

The common denominator of the entire opus of Marko Tadić, and his motivating credo according to his own words, is the seek for simplicity in mathematics, in particular in noncommutative harmonic analysis and representation theory. This inspired the title of the conference, and its topic covers different research areas touched by Tadić on his wonderful mathematical journey. These include the representation theory, unitarizability, Arthur packets, automorphic forms, and applications in arithmetic and geometry. The main goal of the conference is to consider the new developments at the cutting edge of the current research in the field, with emphasis on the discussions of the possible new research directions and innovative approaches to the important problems.

July 2024

Arithmetic Geometry and Applications

ag.algebraic-geometry nt.number-theory
2024-07-01 through 2024-07-05
Trieste; Italy

Meeting Type: conference

Contact: see conference website

Description

none

Twelfth Bucharest Number Theory Days 2024

nt.number-theory
2024-07-04 through 2024-07-05
Institute of Mathematics of the Romanian Academy
Bucharest; Romania

Meeting Type: conference

Contact: A.C. Cojocaru, A. Popa

Description

none

Algebraic K-Theory and Arithmetic

ag.algebraic-geometry kt.k-theory-and-homology nt.number-theory rt.representation-theory
2024-07-07 through 2024-07-13
Institute of Mathematics, Polish Academy of Science, Będlewo Conference Center
Będlewo, Greater Poland; Poland

Meeting Type: conference

Contact: see conference website

Description

none

p-adic Families of Automorphic Forms: Theories and Applications

ag.algebraic-geometry nt.number-theory
2024-07-08 through 2024-07-12
International Centre for Mathematical Sciences
Edinburgh; UK

Meeting Type: conference

Contact: see conference website

Description

The idea of p-adic families of automorphic forms grew out of work of Serre and Swinnerton-Dyer in the 70s exploring congruences between the q-expansion coefficients of modular forms. Work of Hida, Coleman and Mazur made the investigation of p-adic families one of the central topics in the arithmetic of modular forms. In the following decades there were striking applications to the construction of p-adic L-functions, Iwasawa theory and modularity of Galois representations.

One powerful organising principle has been to parametrize p-adic modular forms (or, more generally, p-adic automorphic forms) by p-adic analytic spaces known as eigenvarieties (or eigencurves, in the one-dimensional case originally considered by Coleman and Mazur). Our understanding of the geometry of eigenvarieties and their relationship to moduli spaces of Galois representations has rapidly developed, but there are still many important open questions.

An overarching objective of this meeting will be to bring together people working on the different theories of p-adic automorphic forms and various applications (or potential applications). We hope that this will inspire new collaborations and insights.

The Mordell conjecture 100 years later

ag.algebraic-geometry nt.number-theory
2024-07-08 through 2024-07-12
MIT
Cambridge, MA; USA

Meeting Type: conference

Contact: Jennifer Balakrishnan, Philipp Habegger, Bjorn Poonen, Andrew V. Sutherland, Wei Zhang

Description

none

Uniformity and Stability of Oscillatory Integrals

nt.number-theory
2024-07-08 through 2024-07-12
Hausdorff Center for Mathematics
Bonn; Germany

Meeting Type: summer school

Contact: see conference website

Description

Because of the ubiquity of Fourier analysis, oscillatory integrals are present in many techniques in both harmonic analysis and analytic number theory. Current state-of-the-art methods in both fields are pushing beyond classical methods because of increased importance of understanding the uniformity and stability of the estimates. In addition, researchers are uncovering unifying ideas that span the (traditionally somewhat separated areas) of oscillatory integrals in the setting of analysis, and character sums in number theory. Recent work on estimating oscillatory integrals have even applied model theory, from logic.

This summer school will give participants an introduction on the classical methods for estimating oscillatory integrals and explain current cutting-edge developments. Throughout, the lectures will view these problems through a lens of understanding the uniformity and stability of the estimates.

Arithmetic Geometry

ag.algebraic-geometry nt.number-theory
2024-07-14 through 2024-07-19
Mathematische Forschungsinstitut Oberwolfach
Oberwolfach; Germany

Meeting Type: conference

Contact: see conference website

Description

none

Sixteenth Algorithmic Number Theory Symposium (ANTS XVI)

nt.number-theory
2024-07-15 through 2024-07-19
Massachusetts Institute of Technology
Cambridge, Massachusetts; USA

Meeting Type: conference

Contact: Jennifer Balakrishnan, Andrew Sutherland, John Voight

Description

The biannual ANTS meetings are the premier international forum for the presentation of new research in computational number theory and its applications, including algorithmic aspects of number theory, including elementary number theory, algebraic number theory, analytic number theory, geometry of numbers, algebraic geometry, finite fields, and cryptography.

Conference on "Arithmetic Geometry" in Honour of Gerd Faltings' 70th Birthday

ac.commutative-algebra ag.algebraic-geometry nt.number-theory
2024-07-22 through 2024-07-26
Max-Planck Institute for Mathematics
Bonn; Germany

Meeting Type: conference

Contact: see conference website

Description

none

Young researcher's conference in non-archimedean, tropical and Arakelov geometry

ag.algebraic-geometry co.combinatorics nt.number-theory
2024-07-22 through 2024-07-26
University of Regensburg
Regensburg; Germany

Meeting Type: conference

Contact: see conference website

Description

The follow-up to the 2015, 2017, 2019 and 2022 Students' Conference on Tropical and Non-Archimedean Geometry, will take place in Regensburg from July 22, 2024 to July 26, 2024. The goal of the conference is to gather mainly PhD students and young post-docs in tropical, Arakelov or non-archimedean geometry in a friendly setting and foster new collaborations.

The conference will begin with three introductory lectures on tropical, Arakelov and non-archimedean geometry respectively, aimed in particular at new PhD students. Those will then be followed by more traditional research talks. We also encourage participants to apply for giving a talk.

August 2024

Mathematics for post-quantum cryptanalysis

ag.algebraic-geometry nt.number-theory
2024-08-05 through 2024-08-09
Eötvös Loránd University
Budapest; Hungary

Meeting Type: conference

Contact: see conference website

Description

The aim of this conference is to help narrow the gap between computational mathematicians and mathematical cryptographers, driven by the many new hardness assumptions that are emerging in the context of post-quantum cryptography. The conference will be organized along the four main mathematical themes in post-quantum cryptography: lattices, error-correcting codes, systems of non-linear equations, and isogenies.

The Third JNT Biennial Conference in Number Theory

nt.number-theory
2024-08-20 through 2024-08-26
Scuola Normale Superiore de Pisa
Cetraro; Italy

Meeting Type: conference

Contact: DORIAN GOLDFELD

Description

The Journal of Number Theory hosts a number theory conference every two years to publicize recent advances in the field. The JNT also sponsors the David Goss Prize, a 10K USD prize awarded every two years to a young researcher in number theory and presented at the JNT Biennial.

Analytic Number Theory and Arithmetic Statistics

ag.algebraic-geometry nt.number-theory
2024-08-26 through 2024-08-30
Centre de recherches mathématiques
Montréal, QC; Canada

Meeting Type: conference

Contact: see conference website

Description

none

September 2024

Explicit methods in number theory

nt.number-theory
2024-09-01 through 2024-09-07
Mathematisches Forschungsinstitut Oberwolfach
Oberwolfach; Germany

Meeting Type: workshop

Contact: Karim Belabas, Bjorn Poonen, Fernando Rodriguez Villegas

Description

The aim of this meeting is to bring together people attacking key problems in number theory via techniques involving concrete or computable descriptions. Here, number theory is interpreted broadly, including algebraic and analytic number theory, Galois theory and inverse Galois problems, arithmetic of curves and higher-dimensional varieties, zeta and L-functions and their special values, and modular forms and functions. Considerable attention is paid to computational issues, but the emphasis is on aspects that are of interest to the pure mathematician.

Because of limited space, participation is by invitation only.

Representations of p-adic Groups and the Langlands Correspondence, in honor of Colin Bushnell

nt.number-theory rt.representation-theory
2024-09-02 through 2024-09-04
King's College London
London; UK

Meeting Type: conference

Contact: see conference website

Description

none

Algebraic Number Theory - A workshop for young researchers

nt.number-theory
2024-09-02 through 2024-09-06
Universität der Bundeswehr München
Munich, Bavaria; Germany

Meeting Type: conference

Contact: Ben Forrás, Sören Kleine, Justina Lückehe, Katharina Müller, Andreas Nickel, Johannes Sprang

Description

The workshop is primarily aimed at researchers on the doctoral and early postdoctoral level. Besides some already announced mini-courses and research talks, we will offer selected participants the opportunity to present their own work.

MINT - Modern introduction to Number Theory

nt.number-theory
2024-09-02 through 2024-09-06
Università di Pisa
Pisa; Italy

Meeting Type: summer school

Contact: Andrea Bandini, Ilaria Del Corso, Davide Lombardo

Description

This is a summer school aimed at advanced Masters students and PhD students. There will be three courses,

Class Field Theory (Tamás Szamuely)

Elliptic Curves (TBA)

Cohen-Lenstra Heuristic (Alex Bartel),

with lectures in the morning and exercise sessions in the afternoon. The number of participants will be limited to 50 and we have funds to cover the accommodation costs of about 35 participants. Registration is open until 20 May.

XIV Annual International Conference of the Georgian Mathematical Union

ag.algebraic-geometry co.combinatorics cv.complex-variables fa.functional-analysis gm.general-mathematics gn.general-topology gt.geometric-topology ho.history-and-overview lo.logic mp.mathematical-physics na.numerical-analysis nt.number-theory pr.probability
2024-09-02 through 2024-09-07
Batumi Shota Rustaveli State University
Batumi, Georgia; Georgia

Meeting Type: conference

Contact: Tinatin Davitashvili

Description

The purpose of the Annual International Conference of the Georgian Mathematical Union is to bring together mathematicians from various fields to present their original research results and provide opportunities to establish new connections within the fields of pure and applied mathematics, as well as science, engineering, and technology. The conference also provides valuable networking opportunities for you to meet great personnel in these fields. Sections: • Algebra and Number Theory • Differential and Integral Equations, and Their Applications • Geometry and Topology • Logic, Language, Artificial Intelligence • Mathematical Education and History • Mathematical Logic and Discrete Mathematics • Mathematical Modeling and Numerical Analysis • Mathematical Physics • Probability Theory and Statistics, Financial Mathematics • Real and Complex Analysis

Building Bridges: 6th EU/US Summer School and Workshop on Automorphic Forms and Related Topics (BB6)

nt.number-theory
2024-09-02 through 2024-09-13
CIRM
Marseilles; France

Meeting Type: summer school and conference

Contact: Jim Brown

Description

Automorphic forms are present in almost all areas of modern number theory. Over the past few decades, there has been an explosion of activity and progress in this vast field, leading to exciting new directions of research, new applications, and connections to other fields. The Building Bridges conferences are a central element in this evolution of the subject. The Building Bridges conference is an international biennial event, the 2024 edition will be the sixth. These meetings, which last two weeks, consist of a summer school, followed by a one-week workshop. Each summer school consists of three 2-day mini-courses, taught by teams of internationally renowned researchers. The courses are given by pairs of teachers- made up of a European and an American researcher, giving meaning to the idea of a bridge between the research carried out in the two continents. The workshop is organized in a very dynamic way and is well known and well received by the experts. The format of the conference is special: there are no guest speakers, but the time is shared equally between all speakers, following the advice of the scientific committee. The objective is to promote young researchers by giving them the same time to present their research as experienced scientists in the field. There will also be several awareness round tables on themes of social interest.

Number Theory in the Americas 2

nt.number-theory
2024-09-08 through 2024-09-13
Casa Matemática Oaxaca (CMO)
Oaxaca; Mexico

Meeting Type: collaborative research workshop

Contact: see conference website

Description

In 2019, the organizers created a workshop called Number Theory in the Americas, which brought together junior and senior mathematicians from North, Central, and South America, to work together on research projects. The workshop resulted in at least seven publications, and served as a first collaboration experience for many of the junior researchers. The organizers propose to create a follow-up workshop in order to provide collaboration opportunities for the PhD students and postdocs who were too young to participate the last time. The workshop will be held in Spanish in order to erase the additional obstacle of communicating in English. We will welcome native and non-native speakers alike.

Our workshop is modeled after several other workshops that have been successful at fostering mathematical collaboration. Participants will be divided into small project groups (3-5 participants) containing a mix of junior and senior researchers. Each group will be led by one or two senior mathematicians. Project groups will be assigned based on research area, with care taken to ensure that each group contains researchers from both continents who have not previously worked together. Background reading will be sent to project group members several months in advance so that they are prepared to work on their respective problems together when they arrive in Oaxaca. The bulk of the workshop will be devoted to working in the project groups, but there will be introductory talks on the first day and final reports on the last day. There will also be panel discussions on topics of particular interest to junior researchers. The expectation is not that each project group will write a paper by the end of the week. Rather, it is meant to be an opportunity to exchange ideas and a starting point for potential future collaboration.

Moduli spaces and Arithmetic

ag.algebraic-geometry nt.number-theory
2024-09-09 through 2024-09-13
Nagoya University
Nagoya; Japan

Meeting Type: conference

Contact: Sho Tanimoto

Description

none

Ramification in geometric Langlands and non-abelian Hodge theory

ag.algebraic-geometry nt.number-theory rt.representation-theory
2024-09-09 through 2024-09-13
Heidelberg University
Heidelberg, Baden-Württemberg; Germany

Meeting Type: workshop

Contact: Andreas Hohl, Johannes Horn, Konstantin Jakob, Judith Ludwig, Timo Richarz

Description

This workshop is motivated by recent developments in geometric representation theory, related to wild ramification in the geometric Langlands program and non-abelian Hodge theory. The goal is to bring together researchers in these fields and researchers working on irregular singularities (in particular Stokes phenomena), to stimulate future interactions.

It will feature research talks from experts in the field, a poster session for early-career researchers as well as three mini-courses by

Jean-Baptiste Teyssier (Sorbonne Université), Valerio Toledano-Laredo (Northeastern University) and Zhiwei Yun (Massachusetts Institute of Technology).

Introduction to Number Theory and Algebraic Curves

nt.number-theory
2024-09-09 through 2024-09-20
Mathematical Institute SASA and Faculty of Mathematics, University of Belgrade
Belgrade; Serbia

Meeting Type: Summer school

Contact: see conference website

Description

CIMPA/AESIM introductory school of number theory for developing countries

ENTR24

nt.number-theory
2024-09-18 through 2024-09-20
University of Duisburg-Essen
Essen; Germany

Meeting Type: workshop

Contact: see conference website

Description

The Early Number Theory Researchers Workshop 2024 (ENTR 24) aims to foster colloborations and interactions among young researchers in number theory, in particular L-functions, Shimura varieties and p-adic Langlands program. The workshop has three plenary talks in these three directions. Participants are strongly encouraged to give a talk within these topics.

Palmetto Number Theory Series (PANTS) XXXVIII

nt.number-theory
2024-09-21 through 2024-09-22
Wake Forest University
Winston-Salem, NC; USA

Meeting Type: conference

Contact: Abbey Bourdon, Jeremy Rouse

Description

The Palmetto Number Theory Series (PANTS) is a series of number theory meetings held at colleges and universities in the Southeast since 2006.

New Advances in the Langlands Program: Geometry and Arithmetic

nt.number-theory
2024-09-30 through 2024-10-04
Mathematical Institute, University of Oxford/Clay Mathematics Institute
Oxford; UK

Meeting Type: Clay Research Conference Workshop

Contact: See workshop website for registration details

Description

none

November 2024

Instructional workshop on rational points

ag.algebraic-geometry nt.number-theory
2024-11-04 through 2024-11-08
Groningen; Netherlands

Meeting Type: school for graduate students

Contact: see conference website

Description

The workshop is aimed at young researchers such as PhD students and postdocs, and it features three mini-courses on different aspects of rational points.

Speakers:

  • Damaris Schindler (Universität Göttingen)

  • Anthony Várilly-Alvarado (Rice University)

  • Bianca Viray (University of Washington)

p-adic geometry

ag.algebraic-geometry nt.number-theory
2024-11-18 through 2024-11-22
National University of Singapore
Singapore; Singapore

Meeting Type: instructional workshop

Contact: see conference website

Description

none

December 2024

Representations of p-adic Groups - application form for early career researchers

rt.representation-theory nt.number-theory
2024-12-01 through 2024-12-06
Mathematisches Forschungsinstitut Oberwolfach
Oberwolfach; Germany

Meeting Type: conference

Contact: Jessica Fintzen, David Schwein, Maarten Solleveld

Description

See the website for details on the subject matter of the workshop.

Per MFO rules, participation is generally limited to invited mathematicians. However, we have reserved a small number of places for early-career mathematicians, who may apply to participate by completing a short application.

January 2025

CIRM Thematic Month: Singularities, differential equations, and transcendence

ag.algebraic-geometry co.combinatorics nt.number-theory
2025-01-27 through 2025-02-28
CIRM
Marseille; France

Meeting Type: conferences

Contact: see conference website

Description

This Thematic Month aims to cover topics related to singularity theory of algebraic or analytic spaces, algebraic study of differential equations, and their applications to questions of transcendence. This 5-week program covers different themes that are often not closely related. One of the main objectives is to make them interact. To encourage participants (especially the youngest ones) to attend the entire month and foster interactions outside each one’s expertise zone, the scientific program of each week of the month will consist of courses accessible to non-experts, as well as more specialized presentations. This month will consist of five successive weeks: – Logarithmic and non-archimedean methods in Singularity Theory. The first week will focus on recent results based on methods in logarithmic geometry and non-archimedean geometry in singularity theory. – Foliations, birational geometry and applications. The second week will cover topics in birational geometry, including singularity resolution, MMP (Minimal Model Program), algebraic foliation theory, and local holomorphic dynamics. – Tame Geometry. The third week will address tame geometry in various forms: o-minimality, transseries, Hardy fields, non-archimedean analogs of tame geometry, and their applications to number theory. – Galois differential Theories and transcendence. The fourth week is devoted to differential Galois theory and its applications to questions of functional transcendence and number theory, as well as the study of periods and E and G-functions. – Enumerative combinatorics and effective aspects of differential equations. The last week is dedicated to enumerative combinatorics and certain effective aspects of differential equations, especially applications in enumerative combinatorics of techniques presented in the previous week, or as effective results on topics covered in the preceding weeks.

March 2025

Arizona Winter School 2025: p-adic groups

ag.algebraic-geometry nt.number-theory rt.representation-theory
2025-03-08 through 2025-03-12
University of Arizona
Tucson, AZ; USA

Meeting Type: graduate instructional conference

Contact: see conference website

Description

Speakers:

 Charlotte Chan
 Jessica Fintzen
 Florian Herzig
 Tasho Kaletha 

Analysis on homogeneous spaces and operator algebras

kt.k-theory-and-homology nt.number-theory oa.operator-algebras rt.representation-theory
2025-03-24 through 2025-03-28
Institut Henri Poincare
Paris; France

Meeting Type: conference

Contact: Haluk Sengun

Description

Harmonic analysis on homogeneous spaces is a fundamental area of research that simultaneously generalizes classical harmonic analysis on groups and on Riemannian symmetric spaces. It naturally relates to many areas of mathematics, playing a central role in representation theory and the theory of automorphic forms.

This workshop will be an occasion to introduce recent developments in some of these areas. It will also aim to explore new connections between them and extend the fruitful interactions between C*-algebras, harmonic analysis and representation theory beyond the classical setting of groups to the general setting of homogeneous spaces.

Topics will include:

  • C*-algebraic approaches to the tempered dual of non-Riemannian symmetric spaces;
  • Harmonic analysis and Plancherel theory for spherical spaces;
  • Connections with the Langlands program and periods of automorphic forms;
  • Recent approaches to the theta correspondence via C*-algebras

May 2025

Rowing Through Numbers, Celebrating Francesco Pappalardi's 60th birthday

nt.number-theory
2025-05-18 through 2025-05-21
Sahaladdin University
Erbil/Kurdistan Region; Iraq

Meeting Type: conference

Contact: Valerio Talamanca

Description

This meeting will take place on the occasion of the 60th birthday of Francesco Pappalardi. This event honours his outstanding contributions to number theory, and will also be a recognition of his exceptional activity in promoting mathematics in countries which need it the most. In particular, Francesco is a driving force for mathematical cooperation between Kurdistan Iraq and other countries, including Italy. This conference will be an opportunity to feature outstanding international mathematicians in Erbil and showcase the scientific potential of Kurdistan Iraq.

NUMBER THEORY, QUANTUM CHAOS AND THEIR INTERFACES A conference in honor of Zeev Rudnick's 64 birthday

mp.mathematical-physics nt.number-theory
2025-05-18 through 2025-05-22
Tel Aviv University
Tel Aviv; Israel

Meeting Type: conference

Contact: see conference website

Description

The conference "Number Theory, Quantum Chaos and their Interfaces” aims at gathering distinguished researchers working in either of the disciplines to discuss recent research advances in these fields, and serve as a playground for the exchange of ideas between these, rather diverse, research communities. Another purpose of our conference is to provide a solid educational platform for more junior researchers who aspire to conduct research in the relevant fields and expose them to some of the outstanding results and open problems.

June 2025

Algebraic Points on Curves

ag.algebraic-geometry nt.number-theory
2025-06-23 through 2025-06-27
ICERM
Providence, RI; USA

Meeting Type: conference

Contact: see conference website

Description

In recent years, there has been an explosion of activity surrounding algebraic points on curves, from many different perspectives. These include the study of measures of irrationality, isolated and parametrized points, computational methods to determine algebraic points, and the arithmetic statistics of algebraic points. In this workshop, we aim to bring together researchers from these diverse perspectives, with the particular goal of developing bridges between them. The workshop will include overview talks on the various perspectives, research talks, an open problem session, and structured time for collaboration.

Journées Arithmétiques

nt.number-theory
2025-06-30 through 2025-07-04
University of Luxembourg
Luxembourg; Luxembourg

Meeting Type: conference

Contact: see conference website

Description

none

July 2025

LMFDB, Computation, and Number Theory (LuCaNT 2025)

nt.number-theory
2025-07-07 through 2025-07-11
Institute for Computational and Experimental Research in Mathematics (ICERM)
Providence, RI; USA

Meeting Type: conference

Contact: Andrew Sutherland

Description

none

August 2025

Arithmetic cycles, Modular forms, and L-functions - A celebration of the mathematics of Henri Darmon on the occasion of his 60th birthday

nt.number-theory
2025-08-18 through 2025-08-22
Centre de recherches mathématiques
Montreal, Quebec; Canada

Meeting Type: conference

Contact: Antonio Lei

Description

none

René 25

ag.algebraic-geometry nt.number-theory
2025-08-18 through 2025-08-22
University of French Polynesia
Punaauia; French Polynesia

Meeting Type: conference

Contact: see conference website

Description

The René 25 conference's purpose is to celebrate the research interests of René Schoof.

September 2025

Special Year on Arithmetic Geometry, Hodge Theory, and O-minimality

lo.logic ag.algebraic-geometry nt.number-theory
2025-09-01 through 2026-04-30
Institute for Advanced Study
Princeton, NJ; USA

Meeting Type: thematic program

Contact: see conference website

Description

During the 2025-26 academic year the School will have a special program on Arithmetic Geometry, Hodge Theory, and O-minimality. Jacob Tsimerman, University of Toronto will be the Distinguished Visiting Professor.

The purpose of this special year will focus on recent developments in hodge theory and o-minimality and their applications to arithmetic geometry. There has been much progress over the last 15 years in using transcendental uniformization maps to study arithmetic questions (general shafarevich theorems, results on unlikely intersections, general bounds on rational point counts). It has become increasingly clear that hodge theory (both classical and P-adic) and the resulting period maps form a natural home for these kinds of investigations to arise. In the other direction, O-minimality has been applied with success to make progress on questions in Hodge theory (Griffiths conjecture, definable period maps), and has recently had its own explosion of results (sharply O-minimal sets, the resolution of Wilkie's conjecture).

The goal of this year will be to bring together researchers in these different fields, with the aim of extending the collaboration between areas, share key insights, and investigate how far existing methods can be pushed.

Senior participants: Gal Binaymini, Ben Bakker (to be confirmed), Jonathan Pila and Claire Voisin (STV)