Семинарът на МЦМН продължава със серия от четири лекции на д-р Петър Далаков, както следва: Дати: 3, 6, 10, 13-ти юни, 14:00 часа Място: стая 403, ИМИ-БАН Лектор: Петър Далаков (ИМИ и АУБГ) Тема: Special Kaehler Geometry and some applications Резюме: In this short sequence of lectures we will discuss the notion of special Kaehler structure and some of its links to complex algebraic geometry, in particular, complex Lagrangians, variations of Hodge structures and algebraic integrable systems. The sequence will conclude with examples related to various moduli spaces of Higgs bundles on curves. Повече информация можете да намерите на страницата на семинара: https://icms.bg/category/icms-seminar/

Следващата сбирка на Семинара по приложна математика ще се проведе на 03.06.2025 г. от 15:00 в онлайн среда: Join Zoom Meeting https://us02web.zoom.us/j/87588684853?pwd=4xPgBSVfxBwjV4P8hrsHn2rN9gWQGB.1 Meeting ID: 875 8868 4853 Passcode: 711528 A generalization of Meijer's G function motivated by probability Докладчик: Dmitrii Karp Резюме: Meijer's G function appeared in probability in 1930-ies even before Meijer's work as the density of the product of independent beta variables and as the density of the likelihood ratio test for samples drawn from many classical probability distributions. It is defined by a contour integral of the appropriate ratio of gamma products (sometimes reducible to the inverse Mellin transform). Replacing the Euler gamma function by the Barnes double gamma function in this contour integral, we introduce a new family of special functions which [...]