The theory of automorphic forms is a dynamically expanding part of number theory with an increasing number of connections and applications to other branches of mathematics as well as physics. Research is driven by long standing conjectures and unexpected breakthroughs.

The purpose of this special semester is to bring together established researchers as well as those just starting their careers or studies. We would like to provide a rich and stimulating environment for interactions. There will be ample opportunity for the participants to present classical results and new developments. It is hoped that visits within this program will lead to further collaborations and progress.

The 4th IMA Conference on The Mathematical Challenges of Big Data is issuing a Call for Papers for both contributed talks and posters. Mathematical foundations of data science and its ongoing challenges are rapidly growing fields, encompassing areas such as: network science, machine learning, modelling, information theory, deep and reinforcement learning, applied probability and random matrix theory. Applying deeper mathematics to data is changing the way we understand the environment, health, technology, quantitative humanities, the natural sciences, and beyond ‐ with increasing roles in society and industry. This conference brings together researchers and practitioners to highlight key developments in the state‐of‐the art and find common ground where theory and practice meet, to shape future directions and maximize impact. We particularly welcome talks aimed to inform on recent developments in theory or methodology that may have applied consequences, as well as reports of diverse applications that have led to interesting successes or uncovered new challenges.

Confirmed Invited Speakers Dr Heather Battey, Imperial College London; Prof. Nando de Freitas, Google Deep Mind; Prof. Lenka Zdebrova, EPFL (Swiss Federal Institute Technology);
Prof. Tiago de Paula Peixoto, Central European University;

This conference is intended to provide an overview of current research in homotopy theory, which has vastly expanded since its roots in the 19th century from the study of topological spaces by algebraic and combinatorial means to other fields of mathematics, including algebraic geometry, differential topology, and mathematical physics.

We will have morning talks presenting comprehensive viewpoints by a selection of experts, with the afternoon dedicated to more specialized talks - all of which should be accessible to a general audience of homotopy theorists.

This is a one-day regional topology conference focussing on algebraic and low-dimensional topology. It is planned as the third installment of the UNYTS series, which was started in 2017 under the name Topology Day. The goal of the conference is to build connections both within the New York State region and with nearby regions to create a more cohesive topology community.

Mathematics Department at Tulane University is happy to announce the 2022 Clifford Lectures in memory of our late distinguished colleague and friend Professor Slawomir Kwasik. Our plenary speaker is Professor Reinhard Schultz (UC Riverside), who will give the following three lectures: Lecture 1. Rational invariants in algebraic and geometric topology. Lecture 2. Isovariant homotopy and classifications of group actions on manifolds. Lecture 3. High-dimensional topology and low-dimensional group actions. In addition to the above lectures, we will host talks by several distinguished researchers in the field of geometric topology. We invite everyone interested in attending the lectures to fill-out the registration form available at the conference website

Maple in Mathematics Education and Research

This conference is dedicated to exploring different aspects of the math software Maple, including Maple's impact on education, new symbolic computation algorithms and techniques, and the wide range of Maple applications. Attendees will have the opportunity to learn about the latest research, share experiences, and interact with Maple developers.

The conference will take place online, and will consist of two days of live presentations from Maplesoft and the community. Presentations will be recorded and made available after the conference.

The fifteenth Annual Binghamton University Graduate Combinatorics Algebra and Topology Conference (BUGCAT Conference) will meet November 5-6, 2022 at Binghamton university. Graduate students at all levels, as well as faculty, are invited to give a 30-minute talk; talks may be expository or on current research. The deadline for submitting talks is October 18, 2022. This year, we have three distinguished keynote speakers: Yair Minsky(Yale University), Rigoberto Florez (The Citadel) and Kristen Wicklengren (Duke University). The 2022 BUGCAT conference is supported by the NSF grant, the Binghamton University Graduate Student Organization, the Binghamton University Division of Research, and an endowment from the Kappe family in memory of Wolfgang Kappe. For more information visit :http://seminars.math.binghamton.edu/BUGCAT/index.html

The meeting will highlight recent advances in homotopical algebra and geometry, their interactions and applications. Since its emergence in the 1960s, homotopical algebra has steadily gained in importance and applications. The latter range from algebraic topology and geometry to differential geometry and mathematical physics to topological data analysis and computer science. The conference brings together researchers from these different fields to discuss recently developed topics, ongoing work and speculative new ideas. The event offers a unique opportunity to meet scholars who share a common interest in homotopy theory. There will be sufficient time for discussions between the participants; a poster session for junior researchers will be organized.

List of speakers:

Nils Baas (Norwegian University of Science and Technology) Wojciech Chacholski (Royal Institute of Technology Stockholm) Benoît Fresse (University of Lille) Julien Grivaux (Sorbonne University) Vladimir Hinich (University of Haifa) Andrey Lazarev (Lancaster University) Ieke Moerdijk (Utrecht University) Joost Nuiten (Institut de Mathématiques de Toulouse) Christian Sämann (Heriot-Watt University Edinburgh) Hisham Sati (New York University Abu Dhabi) Claudia Scheimbauer (Technical University Munich) Alexander Schenkel (University of Nottingham) Martina Scolamiero (Royal Institute of Technology Stockholm) Sergey Shadrin (University of Amsterdam) Bruno Vallette (University Sorbonne Paris Nord)

Scientific Committee:

Vladimir Dotsenko (University of Strasbourg) Kathryn Hess (Ecole Polytechnique Fédérale de Lausanne) Damjan Pistalo (University of Luxembourg) Norbert Poncin (University of Luxembourg) Urs Schreiber (New York University in Abu Dhabi)

The workshop will focus on the interaction between homotopy theory and symplectic topology and low dimensional topology that is mediated by Floer theory. Among the topics covered are foundational questions, applications to concrete geometric questions, and the relationship with finite dimensional approaches.

The topical workshop will be dedicated to Shouwu Zhang, to mark the occasion of his 60th birthday, and to honour his numerous beautiful contributions to the theory of Shimura varieties and special values of L-functions. It will highlight cutting edge work on topics such as the construction of Euler systems; relations between special cycles on Shimura varieties and L-functions, such as generalized Gross-Zagier formulas and the Tate conjecture; the construction of Galois representations in cohomology; and related aspects of the theory of automorphic forms.

A conference on Homotopy theory at Northwestern to honor the contributions of Paul Goerss.

The Langlands program aims to relate systems of polynomial equations with integer coefficients to automorphic forms, i.e. functions on symmetric spaces with a large number of discrete symmetries. The focus of the trimester will be on some manifestations of this program, including:

moduli spaces of shtukas
p-adic techniques in local Langlands and the relation to geometric Langlands
Shimura varieties and more general spaces in global Langlands

This school provides an introduction to some of the main topics of the trimester program. It is mainly directed at PhD students and junior researchers.

This conference will be on various aspects of the local Langlands correspondence over p-adic fields and methods from p-adic Hodge theory. Topics will include the usual local Langlands correspondence, the p-adic local Langlands correspondence and the relation to coherent sheaves on spaces of Galois representations, and the geometry and cohomology of local Shimura varieties.

In the early 1920s, Emmy Noether introduced the fundamental concept of a Noetherian ring, a notion that has had a remarkably broad impact on mathematics over the last century. In this conference, we celebrate Noether's legacy with research talks from many areas of algebra, broadly construed, including algebraic geometry, commutative algebra, number theory, and representation theory.

We are going to organize a week long conference during June 26-30, 2023, hosted by the Alfred Renyi Institute of Mathematics in Budapest, Hungary. The topic of the conference will emphasize the rich interactions between complex analysis and complex geometry, within the context of geometric analysis.

In addition, the conference will serve as an opportunity to celebrate the 70+1th birthday of Laszlo Lempert.

This conference will be on various aspects of the global Langlands correspondence. Topics will include in particular the geometry and cohomology of Shimura varieties and more general locally symmetric spaces, or moduli spaces of shtukas.

The conference is about recent developments in Arithmetic Algebraic Geometry. Its central theme is the geometry of Shimura varieties and related spaces in all its facets. Topics to be covered include: Integral models of Shimura varieties and the geometry of their reductions, p-adic and perfectoid geometry, special cycles on Shimura varieties, moduli spaces of Galois representations and (φ, Γ)-modules.

The website will be available soon.