Events

Scientific Directors: Olga Bernardi, Univ. Padova, Italy Anna Florio, Univ. Paris Dauphine-PSL, France Marco Mazzucchelli, CNRS and École normale supérieure de Lyon, France CIME scientific representative: Alfonso Sorrentino, Univ. Roma Tor Vergata, Italy Lectures: Marie-Claude Arnaud, Univ. Paris Cité, France - Conformal symplectic dynamics Viktor Ginzburg, Univ. California Santa Cruz, US - Symplectic Dynamics Michael Hutchings, University of California Berkeley, US - Low dimensional symplectic dynamics Claude Viterbo, Univ. Paris-Saclay, France - Completion of the set of Lagrangians and applications to dynamics

The goal of this school is to show how probabilistic techniques can be applied to the study of central problems in complex geometry. The inspiration comes from recent developments in the construction of Kähler-Einstein metrics, which have a paramount importance in both geometry and physics, through a probabilistic and statistical mechanical approach.

The aim of the school is to promote the interaction of mathematical modeling, analysis, and computational methods used in solving complex problems. The lectures are prepared with a broad multidisciplinary audience in mind. Four main speakers deliver a series of three 70 minute lectures. Ample time within the school is allocated for the promotion of scientific discussions among the participants. The speakers of the 2025 school are: - Johnny Guzmán (Brown University, USA) - Daniel Kressner (EPFL, Switzerland) - Olga Mula (TU Eindhoven, Netherlands) - Thomas Surowiec (Simula Research Laboratory, Norway) The school is organized under the auspices of the European Mathematical Society (EMS) and the Faculty of Mathematics and Physics, Charles University Prague, as an activity of the Nečas Center for Mathematical Modelling. Participants will have the possibility to give a presentation on their work. The deadline for registration and submission of abstracts is April 30, 2025. Registration is now open at https://ems-masc.cuni.cz . The website includes additional information about the venue and program.

The BMC is planned as a regional conference organised under the auspices of the EMS with the purpose of bringing together mathematicians from the Balkan and neighbouring countries, biennially in one of these countries. These conferences equally welcome mathematicians from all over the world and across mathematical areas. The BMC is also supported by the Mathematical Society of South Eastern Europe (MASSEE).

Generating functions and their applications represent the most important field of study in mathematics and applied mathematics, science, medical sciences, probability, statistics, engineering, economics and other branches of science. The aim of this symposium is to bring together researchers from all over the world working in this field and to present their knowledge to the service of science. GFSNP 2025 symposium welcomes speakers whose talk or poster contents are mainly related to the following areas: Various fields of Mathematics, Mathematical Physics, Mathematical Chemistry, Mathematical biology, and related areas such as Analysis, Non-linear Analysis, Number Theory, Applied Algebra, p-adic Analysis, Special Functions, q-Analysis, Quantum physics, Probability and Statistics, Engineering and their applications, moment generating functions, generating functions of the special numbers and polynomials and their applications, the family of zeta functions, the family of Dirichlet type L-functions, Generating function for generalized Fisher information measure, matrix models and generating functions associated with mathematical models and stochastic differential equations, Generating function in graph theory, Generating Functions in Engineering and in Applied Sciences, Generating functions involving deviation generating function, survival function generating function, generating functions discusses a large number of applications in various disciplines including algebra, analysis of algorithms, polymer chemistry, combinatorics, graph theory, number theory, reliability, epidemiology, bio-informatics, genetics, management, economics, and statistics.

WELCOME TO THE QUASIWEEKEND III CONFERENCE! Conference Quasiweekend III - Twenty years on collects together experts, from all fields of mathematics, using quasiconformal methods, especially in complex dynamics, geometric function theory, geometric group theory, analysis on metric spaces. Previous conferences in this series, Quasiweekend and Quasiweekend II – Ten years after, took place in 2005 and 2015, respectively, in Helsinki. With Quasiweekend III we celebrate mathematical legacy of Juha Heinonen -- initiator of this conference series -- in the broad field of quasiconformal analysis.

The "El Escorial Meetings", as they are known, began in 1979 and were followed by others in 1983, 1987, 1992 (this time in Miraflores de la Sierra), 1996, 2000, 2004, 2008, 2012, 2016 and 2022. The twelfth will take place on June 9-13, 2025. These conferences are a meeting point for mathematicians working in harmonic analysis and its interplay with partial differential equations. They have attracted mathematicians from all over the world and their proceedings have recorded periodically the basic developments in the above mentioned areas. The format of these conferences is somehow special, as it consists of both short courses and general lectures. Three or four outstanding mathematicians are invited to present a rich and current piece of mathematics assuming minimal background from the audience and reaching the frontiers of present day research. These short courses are intended primarily for young graduate and post-graduate students or for mathematicians in other areas who want to become acquainted with the field. In addition to this, the conference presents ten to fifteen lectures of a more specialized nature, given by invited speakers. Finally, some sessions of short talks are scheduled to accommodate those participants wishing to present their own recent results. There will also be a poster session.

LMS Research School on Quantum Machine Learning and Hamiltonian Simulation aimed at PhD students and early-stage researchers, 08 - 13 Jun 2025, Sabhal Mor Ostaig, (Gaelic College), Sleat, Isle of Skye, Scotland. https://www.icms.org.uk/workshops/2025/lms-research-school Lecturers include: Mina Doosti (Edinburgh University) Zoe Holmes (EPFL) Guglielmo Mazzola (University of Zurich) Francesco Tacchino (IBM Research Zurich) Application closing date: Monday 27 January 2025 12pm.

Can abstract theory capture concrete behaviours and lead to a new understanding of nonlinear parabolic SPDEs? In this seminar, we present recent developments on stochastic partial differential equations (SPDEs) in critical spaces, where ‘criticality’ refers to local scaling invariance of the equation and is captured through abstract conditions. Combining tools from PDEs, probability theory and functional analysis, the theory of critical spaces provides the optimal setting to study the well-posedness of parabolic SPDEs and has already led to new insights into stochastic versions of reaction-diffusion and fluid dynamics models. While the first steps have been made, the seminar prepares to take it to the next level. Deadline for application: 1 March 2025

Recently, a number of long-standing conjectures in the field of matroid theory, and more generally in combinatorics, have been resolved by the injection of algebraic geometry and Hodge theory into the subject. A non-exhaustive list includes Adiprasito, Huh, and Katz’s resolution of the Heron–Rota–Welsh conjecture, the proof of Dowling–Wilson’s top-heavy conjecture by Braden, Huh, Matherne, Proudfoot, and Wang, as well as the proof of Brylawski and Dawson’s conjectures by Ardila, Denham and Huh. This Oberwolfach Seminar will present these (and related) novel developments in an approachable way to graduate students and postdocs.