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National Seminar on Probability and Statistics

Institute of Mathematics and Informatics, BAS Akad.G.Bonchev St, bl. 8, 1113, Sofia

The next meeting of the National Seminar on Probability and Statistics will be held on March 18, 2026, at 2:00 p.m. in Room 503 of the Institute of Mathematics and Informatics. A talk on: Large deviation estimates related arcsine laws for subordinators will be delivered by Toru Sera (University of Osaka). More information about the talk can be found on the seminar website: http://www.math.bas.bg/~statlab/NSPS/

ICMS Geometry Seminar

Institute of Mathematics and Informatics, BAS Akad.G.Bonchev St, bl. 8, 1113, Sofia

Next session of the Geometry Seminar of ICMS is scheduled for the next Wednesday, March 18, 14:00, room 403 (and via Zoom). Sneha Chaubey (Indraprastha Institute of Information Technology) will give a talk titled Distribution and Correlation of Polynomial Farey Fractions More details can be found here: https://icms.bg/distribution-and-correlation-of-polynomial-farey-fractions-geometry-seminar-talk-by-sneha-chaubey/ https://icms.bg/distribution-and-correlation-of-polynomial-farey-fractions-geometry-seminar-talk-by-sneha-chaubey/ Zoom link: https://us02web.zoom.us/j/86186281353?pwd=6CARUygJaA3HiTNAt3norZQRFt8fIL.1

ICMS Seminar

Institute of Mathematics and Informatics, BAS Akad.G.Bonchev St, bl. 8, 1113, Sofia

Two lectures by Milen Yakimov, chair of the group on Cluster Algebras and Quantum Groups at the ICMS, IMI-BAS. Tuesday, March 10, at 13:00 in room 403, IMI-BAS. Cluster structures on quantum groups and the full Berenstein-Zelevinsky conjecture Tuesday, March 17, at 13:00 in room 403, IMI-BAS. Reflective centres of module categories and quantum K-matrices Abstracts: March 10: Cluster Algebras were invented by Fomin and Zelevinsky in the early 2000s and quickly turned into an indispensable tool in many areas of mathematics. In this talk, we will provide a gentle introduction to the subject. From the early days of the theory of cluster algebras, one of the desired constructions was to turn the quantized coordinate rings of complex simple Lie groups into quantum cluster algebras. [...]

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