Events

The FIAM conference, organized by the Forum for Industrial and Applied Mathematics, serves as a premier platform for academia, researchers, and professionals to exchange insights and innovations in the field of mathematical sciences. Through national and international gatherings, FIAM fosters collaboration, showcasing advancements in data analysis, numerical methods, and simulation techniques. With a focus on real-world problem-solving, the conference bridges theory and practice, facilitating dialogue between academia and industry. By uniting diverse perspectives and expertise, FIAM conferences propel research forward, driving solutions to complex industrial challenges and advancing the frontiers of applied mathematics.

The scope of the conference is to present and discuss recent results on the intersection of spectral theory and differential equations. The list of topics includes, in particular, spectral and scattering theory for differential operators, asymptotic analysis and homogenization, operators on graph- and waveguide-like structures, Researchers working in neighboring areas are warmly welcomed.

The 7th Mediterranean International Conference of Pure & Applied Mathematics and Related Areas (MICOPAM 2024), which is dedicated to Professor Abdelmejid BAYAD on the Occasion of his 61th Anniversary, will be held at Sherwood Dreams Resort Hotel (Ultra All Inclusive) in Antalya, TURKEY on October 26–29, 2024.

This conference on applied mathematics aims to bring together various specialists in this field to present their latest research on the following topics: - Applied Mathematics in Physics, Engineering, Economics, Medicine, Biology - Algebra, Geometry, and Their Applications - Differential Equations, Dynamical Systems, and Their Applications - Numerical Analysis. It is organized by the Department of Applied Mathematics of the Faculty of Sciences, University of Craiova, Romania and it is part of the ICAMNM series started in 2016.

The unprecedented amount of genomic data that has become readily available presents specific challenges for the field of phylogenetic inference, which is concerned with estimating the evolutionary relationships among collections of species, populations, or sequences. This workshop focuses on statistical modeling and the scaling of phylogenetic methods. Topics will include modeling (e.g. multispecies coalescent model with extension to networks; diversification models) and inference with speed to scale to genomic datasets, consistency, and robustness using statistical, combinatorial, and algebraic approaches. This workshop will present the latest advances in these areas and serve as a forum to spark new ideas and collaborations.

Shimura varieties have first been studied systematically by Deligne in the 70s. They play a central role in the realization of Langlands correspondences. In recent years, Scholze has introduced moduli spaces of shtukas also in the local number theoretic case merging the geometric Langlands program and the classical Langlands program, culminating in the (still conjectural) geometrization of the local Langlands program by Fargues and Scholze. Together the reduction of Shimura varieties and moduli spaces of shtukas have contributed to spectacular developments in number theory and arithmetic geometry in the last decades. This seminar gives an introduction to the current theory of moduli spaces of shtukas, the construction of local models in case of bad reduction, and their study using stratifications. Deadline for application: 15 July 2024

How does the topology of a space restrict its possible metric realisations? This is the subject of metric topology, which lies on the border between algebraic topology and metric geometry. We focus on the question how topological com- plexity and geometric complexity relate to each other, most notably for aspherical spaces. The seminar will give a hands-on introduction to the subject. Please see the website of the seminar for detailed information. Deadline for application: 15 July 2024

The school is devoted to the mathematical aspects of two dynamically developing and important areas of the general theory of relativity: conformal infinities of space-time and black holes. Courses and lectures: - Conformal methods in general relativity - Conformal geometry and the Fefferman–Graham construction - Normal Conformal Cartan Connection and asymptically (A)dS spacetimes - Waves on black hole spacetimes - Extreme black holes - Non-trivial NUT horizons Details can be found at https://www.mfo.de/occasion/2442a Deadline for application: 31 July 2024

The workshop gathers experts working on elliptic and parabolic equations, singular analysis, and geometric aspects of pdes, and applications.

International Conference on Analysis and Applied Mathematics (ICAAM) aims to bring mathematicians working in the area of analysis and applied mathematics together to share new trends of applications of mathematics. In mathematics, the developments in the field of applied mathematics open new research areas in analysis and vice versa. That is why we planned the conference series to provide a forum for researchers and scientists to communicate their recent developments and present their original results in various fields of analysis and applied mathematics. The main organizers of the conference are: Bahcesehir University, Türkiye, Institute of Mathematics and Mathematical Modeling, Almaty, Kazakhstan Analysis & PDE Center, Ghent University, Ghent, Belgium