Поредица от лекции по теория на представянията и математическа физика – Гордана Тодоров, лекция 1

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 18 to May 22, 2026 (16:00–17:00 Sofia time) , Room 403, IMI - BAS Лектор: Gordana Todorov (Northeastern University), Boston, USA Тема: Algebras and Categories The five lectures cover: (1) quiver representations, Gabriel, Dlab, Ringel — Dynkin diagrams, Auslander–Reiten theory; (2) cluster algebras and cluster categories; (3) higher Auslander algebras and cluster tilting subcategories; (4) preprojective algebras and higher preprojective algebras; (5) preprojective structure on subcategories. https://icms.bg/event/algebras-and-categories-gordana-todorov-lecture-series/

Поредица от лекции по теория на представянията и математическа физика – Иван Димитров, лекция 1

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 19 and 21, 2026 (15:00–16:00 Sofia time) and June 1, 3 and 5, 2026 (16:00–17:00 Sofia time), Room 403, IMI - BAS Лектор: Ivan Dimitrov (Queen’s University, Canada) Тема: Root systems, generalizations and applications Root systems were introduced by Wilhelm Killing in 1889 as a tool for classifying Lie algebras. Since then, they have become ubiquitous, appearing in various contexts in seemingly unrelated areas of Mathematics. In this lecture series, Ivan Dimitrov introduces and studies root systems and defines a generalization of root systems. He explains how this more general structure applies to various problems, e.g. hyperplane arrangements. Finally, he introduces and studies inversion sets of roots. The exposition is [...]

Поредица от лекции по теория на представянията и математическа физика – Гордана Тодоров, лекция 2

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 18 to May 22, 2026 (16:00–17:00 Sofia time) , Room 403, IMI - BAS Лектор: Gordana Todorov (Northeastern University), Boston, USA Тема: Algebras and Categories The five lectures cover: (1) quiver representations, Gabriel, Dlab, Ringel — Dynkin diagrams, Auslander–Reiten theory; (2) cluster algebras and cluster categories; (3) higher Auslander algebras and cluster tilting subcategories; (4) preprojective algebras and higher preprojective algebras; (5) preprojective structure on subcategories. https://icms.bg/event/algebras-and-categories-gordana-todorov-lecture-series/

Поредица от лекции по теория на представянията и математическа физика – Гордана Тодоров, лекция 3

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 18 to May 22, 2026 (16:00–17:00 Sofia time) , Room 403, IMI - BAS Лектор: Gordana Todorov (Northeastern University), Boston, USA Тема: Algebras and Categories The five lectures cover: (1) quiver representations, Gabriel, Dlab, Ringel — Dynkin diagrams, Auslander–Reiten theory; (2) cluster algebras and cluster categories; (3) higher Auslander algebras and cluster tilting subcategories; (4) preprojective algebras and higher preprojective algebras; (5) preprojective structure on subcategories. https://icms.bg/event/algebras-and-categories-gordana-todorov-lecture-series/

Поредица от лекции по теория на представянията и математическа физика – Иван Димитров, лекция 2

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 19 and 21, 2026 (15:00–16:00 Sofia time) and June 1, 3 and 5, 2026 (16:00–17:00 Sofia time), Room 403, IMI - BAS Лектор: Ivan Dimitrov (Queen’s University, Canada) Тема: Root systems, generalizations and applications Root systems were introduced by Wilhelm Killing in 1889 as a tool for classifying Lie algebras. Since then, they have become ubiquitous, appearing in various contexts in seemingly unrelated areas of Mathematics. In this lecture series, Ivan Dimitrov introduces and studies root systems and defines a generalization of root systems. He explains how this more general structure applies to various problems, e.g. hyperplane arrangements. Finally, he introduces and studies inversion sets of roots. The exposition is [...]

Поредица от лекции по теория на представянията и математическа физика – Гордана Тодоров, лекция 4

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 18 to May 22, 2026 (16:00–17:00 Sofia time) , Room 403, IMI - BAS Лектор: Gordana Todorov (Northeastern University), Boston, USA Тема: Algebras and Categories The five lectures cover: (1) quiver representations, Gabriel, Dlab, Ringel — Dynkin diagrams, Auslander–Reiten theory; (2) cluster algebras and cluster categories; (3) higher Auslander algebras and cluster tilting subcategories; (4) preprojective algebras and higher preprojective algebras; (5) preprojective structure on subcategories. https://icms.bg/event/algebras-and-categories-gordana-todorov-lecture-series/

Поредица от лекции по теория на представянията и математическа физика – Гордана Тодоров, лекция 5

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 18 to May 22, 2026 (16:00–17:00 Sofia time) , Room 403, IMI - BAS Лектор: Gordana Todorov (Northeastern University), Boston, USA Тема: Algebras and Categories The five lectures cover: (1) quiver representations, Gabriel, Dlab, Ringel — Dynkin diagrams, Auslander–Reiten theory; (2) cluster algebras and cluster categories; (3) higher Auslander algebras and cluster tilting subcategories; (4) preprojective algebras and higher preprojective algebras; (5) preprojective structure on subcategories. https://icms.bg/event/algebras-and-categories-gordana-todorov-lecture-series/

Международна конференция Mathematical Quantum Field Theory

Българска академия на науките ул. „15 ноември“ №1, София, София-град

Mathematical Quantum Field Theory Международна конференция в памет на акад. Иван Тодоров Организатори: Институт за ядрени изследвания и ядрена енергетика - БАН и Международен център по математически науки към Института по математика и информатика - БАН 26 - 30 май, 2026 Зала "Проф. Марин Дринов", Българска академия на науките The conference encompasses a wide range of modern topics at the intersection of physics and mathematics, including conformal field theory, vertex operator algebras, integrable systems, supersymmetry, gauge theory, gravity, cosmology, quantum information, and the mathematical structures that connect them. Ivan Todorov (1933-2024) was a leading Bulgarian theoretical physicist whose contributions to mathematical physics, conformal field theory, and the algebraic approach to quantum field theory shaped generations of researchers. He spent his career at the Institute [...]

Поредица от лекции по теория на представянията и математическа физика – Иван Димитров, лекция 3

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 19 and 21, 2026 (15:00–16:00 Sofia time) and June 1, 3 and 5, 2026 (16:00–17:00 Sofia time), Room 403, IMI - BAS Лектор: Ivan Dimitrov (Queen’s University, Canada) Тема: Root systems, generalizations and applications Root systems were introduced by Wilhelm Killing in 1889 as a tool for classifying Lie algebras. Since then, they have become ubiquitous, appearing in various contexts in seemingly unrelated areas of Mathematics. In this lecture series, Ivan Dimitrov introduces and studies root systems and defines a generalization of root systems. He explains how this more general structure applies to various problems, e.g. hyperplane arrangements. Finally, he introduces and studies inversion sets of roots. The exposition is [...]

Поредица от лекции по теория на представянията и математическа физика – Иван Димитров, лекция 4

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 19 and 21, 2026 (15:00–16:00 Sofia time) and June 1, 3 and 5, 2026 (16:00–17:00 Sofia time), Room 403, IMI - BAS Лектор: Ivan Dimitrov (Queen’s University, Canada) Тема: Root systems, generalizations and applications Root systems were introduced by Wilhelm Killing in 1889 as a tool for classifying Lie algebras. Since then, they have become ubiquitous, appearing in various contexts in seemingly unrelated areas of Mathematics. In this lecture series, Ivan Dimitrov introduces and studies root systems and defines a generalization of root systems. He explains how this more general structure applies to various problems, e.g. hyperplane arrangements. Finally, he introduces and studies inversion sets of roots. The exposition is [...]

Поредица от лекции по теория на представянията и математическа физика – Иван Димитров, лекция 5

Институт по математика и информатика - БАН Block 8, 1113 БАН IV км., София

ICMS Distinguished Lecture series in Representation Theory and Mathematical Physics Дата и място: May 19 and 21, 2026 (15:00–16:00 Sofia time) and June 1, 3 and 5, 2026 (16:00–17:00 Sofia time), Room 403, IMI - BAS Лектор: Ivan Dimitrov (Queen’s University, Canada) Тема: Root systems, generalizations and applications Root systems were introduced by Wilhelm Killing in 1889 as a tool for classifying Lie algebras. Since then, they have become ubiquitous, appearing in various contexts in seemingly unrelated areas of Mathematics. In this lecture series, Ivan Dimitrov introduces and studies root systems and defines a generalization of root systems. He explains how this more general structure applies to various problems, e.g. hyperplane arrangements. Finally, he introduces and studies inversion sets of roots. The exposition is [...]

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