Events

We aim on bringing together young researchers as PhD students and early career postdocs with experts in various areas of harmonic analysis on Lie groups. Proposed topics as calculus on nilpotent Lie groups, Lp-Lq-estimates of spectral multipliers and spectral measures, Fourier restriction on Lie groups and wavelets on Lie groups. (For further information and changes in the program see the website and https://www.uni-goettingen.de/en/20693.html)

The conference is a broad mathematical conference across all areas aimed at the highest standards, organised by the Cluster of Excellence "Mathematics Münster: Dynamics - Geometry - Structure". We would like to draw a picture of current developments in mathematics and get an overview of important results.

This is a twinned workshop: it is possible to attend either at the University of Hamburg or Fields Institute. The website contains a link for the corresponding Fields Institute website. Please register at the correct website! This conference will bring together communities working on two-dimensional Conformal Field Theory (CFT) from different perspectives, some of which have had only limited interactions so far. We are thinking here specifically of the communities working on the probabilistic approach to CFT, the algebraic & geometric approach to CFT, the operator algebraic approach to CFT, and the theoretical physics approach to 2d CFT.

This conference is organized mainly for school students with students making presentations in maths and science. Teachers and researchers offer workshops addressed mainly to students or to fellow teachers. 10 competitions for school students of age 9-18 are organized during the conference, including MATHFactor, SCIENCEFactor, MATHeatre, SCIENCEtheatre, MathPresentation, SCIENCEPresentation, MathPoster-Design, Science-Poster-Design and more. Contact: info@euromath.org

The development and analysis of numerical methods for PDEs whose formulation or interpretation is derived from an underlying geometry is a persistent challenge in numerical analysis. This workshop aims to foster new interactions and collaborations between researchers in PDEs related to geometry. The expertise of the participants will span the analysis, computational implementation, and application of these problems. This collaborative effort will facilitate the identification of key problems in the field and the development of novel discretizations that respect both the underlying geometry of the problem and the needs of current applications.

Manifolds endowed with special geometric structures are understood in terms of actions of Lie groups belonging to Berger’s celebrated list. Albeit rooted in differential geometry, these special manifolds exhibit deep relationships with complex and algebraic geometry, global analysis, theoretical physics and symplectic geometry. The meeting will therefore focus on a wide number of topics, including equations of Monge-Ampère type, special holonomy, quaternionic geometry, twistor theory, non-Kähler complex manifolds, harmonic maps, Einstein and soliton metrics, homogeneous spaces, integrable systems, gauge theory, geometric flows, and mathematical string- and M-theory.

This will be a fascinating event which will give participants the opportunity to learn about a wide range of mathematics which has excited their peers. The aim of the conference is to enable final year (and other) undergraduates to give presentations on mathematical topics of their choice. Previous conferences have seen undergraduate speakers from a wide range of universities including Aberdeen, Birkbeck University of London, Cambridge, Exeter, Glasgow, Greenwich, Imperial College London, Leeds, Liverpool, London Met, Open, Oxford, Portsmouth, Royal Holloway, Sheffield, St Andrews, University College London, Warwick and many others.

The symposium will cover the mathematics of sparsity-based methods, singular structures in PDEs and interactions between these fields. In particular, the event will feature relevant aspects of numerical analysis, analysis of PDEs, mathematical foundations of machine learning and signal processing, discrete and continuous optimization, probability theory and computational algebra. Registration is open until February 11, with the option of submitting a poster contribution.

The topics include but are not limited to Financial mathematics, stochastic models, pricing financial derivatives, commodity markets, energy markets, global energy markets, geopolitical risk, climate change, natural resources, energy transition, volatility modeling, high-frequency data analysis, machine learning prediction models, asymmetric structures, and software development with applications, complex networks, big data analytics, nonlinear time series analysis, recurrent neural networks, Stochastic calculus, and Machine Learning with applications to other sciences.

This workshop will focus on recent trends in the field of numerical methods for multiphysics problems that include the development of monolithic approaches, structure preserving discretizations, geometrically unfitted methods, data-driven techniques, and modern algebraic methods for the resulting linear and nonlinear discrete systems. The topics of interest include models and discretizations for fluid - elastic structure interaction, non-Newtonian fluids, phase field models for fluid mixtures, bulk-surface coupled problems, and biological flows. The workshop will also address emerging topics in scientific computing such as randomized algorithms, tensor methods, and structured numerical linear algebra methods, with the goal to better understand advances they offer for multiphysics problems.