The International Center for Mathematical Sciences – Sofia (ICMS-Sofia) is happy to announce that based on a strong selection process done by the Recruitment committee, the Advisory Board of ICMS-Sofia approved Prof. Milen Yakimov as a Chair of a new program Quantum Groups and Cluster Algebras
The conference will explore the newest developments around classical qualitative and quantitative questions for rational, integral, Campana and related notions of points on schemes and stacks, together with new insights on rationality questions over non-closed fields.
The Geometry Seminar of the ICMS presents a talk by Lionel Lang (University of Gävle). On 04.12.2024, 16:00, Sofia time he will describe various tropical compactifications of the moduli spaces of curves. He will discuss some motivations and applications coming from tropical geometry (joint with M. Melo, J. Rau and F. Viviani).
The Geometry Seminar of the ICMS presents a talk by Lionel Lang (University of Gävle). On 27.11.2024, 16:00, Sofia time he will describe various tropical compactifications of the moduli spaces of curves. He will discuss some motivations and applications coming from tropical geometry (joint with M. Melo, J. Rau and F. Viviani).
The International Center for Mathematical Sciences – Sofia (ICMS-Sofia) is happy to announce that based on a strong selection process done by the Recruitment committee, the Advisory Board of ICMS-Sofia approved Prof. Ludmil Katzarkov as a Chair of a new programme - Theory of Atoms.
A seminar talk by Boaz Moerman, Utrecht University
Abstract: The Chinese remainder theorem states that given coprime integers p_1, ..., p_n and integers a_1, ..., a_n, we can always find an integer m such that m ~ a_i mod p_i for all i. Similarly given distinct numbers x_1,..., x_n and y_1, ..., y_n we can find a polynomial f such that f(x_i)=y_i. These statements are two instances of strong approximation for the affine line (over the integers Z and the polynomials k[x] over a field k). In this talk we will consider when an analogue of this holds for special subsets of Z and k[x], such as squarefree integers or polynomials without simple roots, and different varieties. We give a precise description for which subsets this holds on a toric variety.
The event is set to gather prominent mathematicians and researchers from around the world, fostering an environment of knowledge exchange and collaboration. The event will feature a series of presentations and discussions on cutting-edge developments in mathematical sciences. IMSAC Days in Sofia aims to celebrate the very successful collaboration between the institutes involved in the Institute of the Mathematical Sciences of the Americas Consortium (IMSAC). It will solidify connections and further expand the prosperous cooperation between these esteemed institutions.
An ICMS seminar talk by Mladen Dimitrov, University of Lille
Abstract: An amazing feature of the p-adic L-functions is their ability to live in families, thus their laws are governed by the geometry of p-adic eigenvarieties. In this lecture we will illustrate this philosophy through examples coming from classical modular forms and the Coleman-Mazur eigencurve.
In recent years several big advances enhance the field of complex geometry: Generalized geometries, Higgs and Langlands theory, Generalized Hodge theory, Hyperkaehler geometry. The goal of this conference is to consolidate and popularized new results in these directions. The event also seeks to provide an opportunity for young scholars from South-Eastern Europe to engage with cutting edge research in this area and to meet and interact with leading experts from around the world.
The initiative Women in Mathematics of South-Eastern Europe has been established in 2020 and has proven its worth in the last few years. Тhis is the fifth in a series of conferences of this initiative, the purpose of which is to make women in mathematics more visible, to help them share their ideas and scientific achievements and to communicate with each other not only scientifically but also empathetically and emotionally.
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