Events

The conference will be focused on recent advances in geometry of integrable systems and applications of infinite-dimensional Lie groups in hydrodynamics as well as on geometric and hydrodynamic methods in dispersionless integrability. During the conference we will have an opportunity to celebrate the 60th birthday of Boris Khesin.

The Jaen Conference on Approximation Theory, Computer Aided Geometric Design, Numerical Methods and Applications “Final Edition” will be held in the period June 30th (arrival day)-July 5th (departure day), 2024 in the important city of Ubeda (Spain), inscribed in the UNESCO's World Heritage List. The Conference is an activity of the Jaen Approximation Project. Jaen Approximation Project has organized ten editions of the Ubeda Meeting on Approximation and ten editions of the Jaen Conference on Approximation. It also has issued the Jaen Journal on Approximation since 2009. The Conference will be devoted to some significant aspects on Approximation Theory, Computer Aided Geometric Design, Numerical Methods and the Applications of these fields in other areas. The Conference will feature six-eight invited speakers who will give 45 minutes plenary talks. All interested researchers will be invited to contribute a talk or a poster. In this edition, we also offer the possibility to attending on-line and contributing a poster.

In this symposium, it is expected to present scientific studies in many areas of geometry, especially in differential geometry, Riemannian geometry, semi-Riemannian geometry, information geometry, and complex geometry. The symposium has 7 invited speakers who are experts in their fields.

Poisson 2024 is the 13th in a series of international meetings on Poisson geometry. Poisson 2024 will be held at the Accademia Pontaniana, Napoli, Italy. The event comprises: a Summer School (July 1-5), aimed at students in their final years, PhD students and young researchers. an International Conference (July 8-12), to be attended by students and researchers from around the world, including some of the leading mathematicians in the field of Poisson Geometry. Links to the previous conferences in the series can be found on the Poisson Geometry Home Page: https://www.lpthe.jussieu.fr/~dito/poissongeometry/index.php?page=home.

YouTube Chanel: https://www.youtube.com/live/Z_ROppwl-SA?si=wLPqtPQU8E0LrmF6

The main aim of the Summer School is to show how very abstract parts of mathematics, like Geometry, Algebra and Topology (GAT) are nowadays providing new tools and insights in applied areas like Machine Learning, Big Data or Artificial Intelligence. At the same time these areas are posing new challenges to researchers in GAT, and they are even creating new tools that have the potential to change the way the research is traditionally done. The central topic of the school is Topologically Data Analysis, its impact in other areas of research and its emerging applications in real life problems. The school is organized in three courses of 6/7 hours each: the first one introduces the basic framework, while the other two address specific topics in Algebra and in Geometry that are currently growing out of the impulse of TDA. Each course will have two parts, one presenting the mathematical background and another one showing its potential for applications. Participants will be given information in advance on the recommended background for the school and during the school there will be tutorial/discussion hours. The scientific part of the school is complemented with: – few research talks by senior speakers, to illustrate some specific aspects related with them – a poster session, in which willing participants will be able to present their work – an activity open to general public. Consisting on a talk on ethic aspects related to Artificial Intelligence, and a round table with title: From pure research to technological transfer: a new era for mathematics? The courses will be suitable for early PhD students or even Master level students willing to learn on the topic and that may be looking for prospective PhD topics and advisors. It will be a truly international event as speakers and participants will be coming from across the globe (although mostly from Europe) and the summer school is a prelude to the Conference LIGAT.

The Queer in Computational and Applied Mathematics (QCAM) workshop will be the first workshop to celebrate research advances and foster stronger research networks of LGBTQIA+ mathematicians specializing in computational and applied mathematics. Goals of QCAM are to support LGBTQIA+ academics through mentoring and research opportunities, as well as providing a safe space for researchers across the subfields of computational and applied mathematics to connect, collaborate, and build support networks within the field. In addition, QCAM intends to address issues of diversity, equity, and inclusion in mathematics pertaining to LGBTQIA+ people, especially those with intersectional identities. This conference will be open to all and will ideally engage the wider mathematical audience of LGBTQIA+ allies to develop a community of support.

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.

This workshop will bring together mathematicians and physicists in order to explore recent progress and open problems in the field of quantum chaos in many-particle systems. On the one hand, there has been much progress in understanding how such systems approach thermal equilibrium (ETH and beyond) while, on the other hand, examples have been found of systems that violate this phenomenon, e.g., quantum many-body scarring, Hilbert space fragmentation, and anomalous transport. Furthermore, ideas from classical dynamical systems, such as Lyapunov exponents, sensitivity to initial conditions and synchronisation, have intriguing connections with the ideas in hydrodynamics, information scrambling and quantum synchronisation. Meanwhile, the mathematical understanding of quantum chaos, random matrix theory and spectral geometry has seen many important advances in the recent decades. This workshop provides ample opportunities for dialogue in order to bridge the interface between these areas.

We welcome experts and students interested in nonlinear problems of physics and mathematics to take part in this conference that is organised by the editors of the diamond open access journal entitled "Open Communications in Nonlinear Mathematical Physics" (for short, OCNMP). The 5-day conference will consist of oral and poster presentations. An open-door evening session for the general public titled "An Evening of Science and Philosophy" is also planned.