BEGIN:VCALENDAR VERSION:2.0 PRODID:-//CERN//INDICO//EN BEGIN:VEVENT SUMMARY:Традиционная сессия МИАН-ПОМИ «Алге браическая геометрия\, гомологическая а лгебра и алгебраическая K-теория» DTSTART;VALUE=DATE-TIME:20260518T060000Z DTEND;VALUE=DATE-TIME:20260522T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2069@indico.eimi.ru DESCRIPTION:Традиционная сессия МИАН-ПОМИ \n\n" Алгебраическая геометрия\, гомологическ ая алгебра и алгебраическая K-теория"\n\n18- 22 мая 2026\n\nНа сессии планируется заслуша ть и обсудить новые результаты в области некоммутативной и производной алгебраи ческой геометрии\, бирациональной геоме трии\, арифметической геометрии\, теории мотивов\, алгебраической К-теории\, гомол огической алгебры.\n\n\nПланируемые докла дчики:\n\n \n\n\n С.О. Горчинский (МИАН)\n А.И. Е фимов (МИАН)\n Д.Б. Каледин (МИАН)\n А.Г. Кузн ецов (МИАН)\n Д.О. Орлов (МИАН)\n И.А. Панин (П ОМИ РАН)\n В.А. Петров (СПбГУ)\n В.В. Пржиялк овский (МИАН)\n А.Г. Трепалин (МИАН)\n К.А. Шр амов (МИАН) \n Ю.Г. Прохоров (МИАН)\n А.К. Ста врова (ПОМИ РАН) \n Б.Б. Шойхет (ПОМИ РАН)\n А .Э. Дружинин (СПбГУ\, ПОМИ РАН) \n П.Г. Зогра ф (ПОМИ РАН)\n А.Л. Смирнов (ПОМИ РАН)\n И.П. Г айдай-Турлов (ПОМИ РАН)\n\n\n\nОрганизаторы: \n\n\n С.О. Горчинский (МИАН)\n Д.О. Орлов (МИА Н)\n И.А. Панин (ПОМИ РАН)\n О.В. Постнова (ПО МИ РАН)\n\n\n\nУчреждения\, участвующие в ор ганизации мероприятия:\n\n\n Санкт-Петербу ргское отделение Математического инсти тута им. В.А.Стеклова РАН\n Санкт-Петербур гский международный математический инс титут имени Леонарда Эйлера\n\n\n\nМеропри ятие проводится при финансовой поддержк е Минобрнауки России\, грант на создание и развитие МЦМУ «Санкт-Петербургский ме ждународный математический институт им ени Леонарда Эйлера» соглашение № 075–15 –2025–344.\n\n        \nhttps://indico.eimi.ru/event/2069/ LOCATION:Мраморный зал (PDMI) URL:https://indico.eimi.ru/event/2069/ END:VEVENT BEGIN:VEVENT SUMMARY:Инварианты Тураева-Виро\, крашеные м ногочлены Джонса и гиперболический объё м DTSTART;VALUE=DATE-TIME:20260519T123000Z DTEND;VALUE=DATE-TIME:20260519T143000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2101@indico.eimi.ru DESCRIPTION:Speakers: Ярослав Нагибин\nВ докладе р ассматриваются инварианты Тураева–Вир о TV_r(M)\, определяемые для произвольной тр иангуляции 3-многообразия M как сумма вес ов всех допустимых раскрасок его рёбер в r-1 цвет. Вес каждой раскраски задаётся п роизведением весов цветов и вкладов рас крашенных тетраэдров. Эти веса подбираю тся так\, чтобы удовлетворять системе ал гебраических тождеств\, соответствующих преобразованиям триангуляций\, что гара нтирует независимость итоговой суммы от выбора триангуляции.\n\nДалее будет пока зано\, что инвариант расщепляется в сумм у компонент\, индексированных элементам и группы H_2(M\, Z_2). В качестве первого нетр ивиального примера разберём случай r=3\, к огда инвариант выражается через классич еские топологические характеристики.\n\n Существует гипотеза Чена-Янга\, связываю щая инварианты Тураева-Виро с геометрие й многообразия: для гиперболического мн огообразия M lim 2pi/r log(TV_r(M)) = Vol(M) при r -> \\inft y.\n\nВ середине доклада мы установим связ ь между инвариантами Тураева-Виро и теор ией узлов. Мы определим крашеные многочл ены Джонса и покажем\, как с помощью их мо жно вычислять TV_r(S^3 \\ L). Эта связь поможет нам доказать гипотезу Чена-Янга для узл а восьмёрки и колец Борромео.\nhttps://indico.eimi .ru/event/2101/ LOCATION:384-956-974 (Zoom) URL:https://indico.eimi.ru/event/2101/ END:VEVENT BEGIN:VEVENT SUMMARY:Регуляризация обрезанием и сингуля рность в первой "петле" DTSTART;VALUE=DATE-TIME:20260524T120000Z DTEND;VALUE=DATE-TIME:20260524T140000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2102@indico.eimi.ru DESCRIPTION:Speakers: Aleksandr Ivanov (PDMI RAS)\nПланируется обсудить варианты введения регуляризац ии обрезанием\, а также рассмотреть синг улярности в однопетлевом приближении.\nht tps://indico.eimi.ru/event/2102/ LOCATION:203 (PDMI) URL:https://indico.eimi.ru/event/2102/ END:VEVENT BEGIN:VEVENT SUMMARY:Консультация: полезные комментарии по вычислениям DTSTART;VALUE=DATE-TIME:20260531T120000Z DTEND;VALUE=DATE-TIME:20260531T140000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2103@indico.eimi.ru DESCRIPTION:Speakers: Aleksandr Ivanov (PDMI RAS)\nПланируется разобрать некоторые вопросы\, связанные с прочитанным материалом. Пояснения\, да льнейшие направления\, список полезной л итературы.\nhttps://indico.eimi.ru/event/2103/ LOCATION:203 (PDMI) URL:https://indico.eimi.ru/event/2103/ END:VEVENT BEGIN:VEVENT SUMMARY:Российско-китайская конференция по теории вероятностей (Russian-Chinese Conference on Proba bility Theory) DTSTART;VALUE=DATE-TIME:20260608T060000Z DTEND;VALUE=DATE-TIME:20260612T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2070@indico.eimi.ru DESCRIPTION:Российско-китайская конференция по теории вероятностей \n\nRussian-Chinese Conference on Probability Theory\n\n8-12 June\, 2026\n\n\nThe Russian-Chinese Confer ence on Probability Theory continues the tradition of scientific collabora tion between probabilists of Russia and China\, exemplified by successful meetings including the Joint China-Russia Symposium on Probability Theory in Saint-Petersburg (2013)\, the Joint China-France-Russia Symposium on Pr obability Theory in Beijing (2017)\, and the China-Russia Symposium on Pro bability Theory in Beijing (2023). The conference brings together leading experts from the Russian Academy of Sciences\, Steklov Mathematical Instit ute\, St. Petersburg State University\, and the Chinese Academy of Science s\, as well as professors from top Chinese universities. The program will cover various topics in probability theory and random processes\, includin g branching processes\, limit theorems\, random walks\, stochastic analysi s\, interacting particle systems\, and applications in economics\, finance \, and mathematical physics.\n\n\nSpeakers:\n\n\n Temirlan Abildayev (PDMI RAS\, St. Petersburg)\n Artyom Bolotin (SPbSU / EIMI / PDMI\, St. Petersb urg)\n Andrei Borodin (PDMI RAS\, St. Petersburg)\n Dayue Chen (Peking Uni versity\, Beijing)\n Congzao Dong (Xidian University\, Xi'an)\n Mariia Dos polova (PDMI RAS\, St. Petersburg)\n Elena Dyakonova (Steklov Mathematical Institute\, Moscow)\n Xiao Fang (Chinese University of Hong Kong)\n Andre i Frolov (St. Petersburg State University)\n Viktor Khamzin (SPbU / EIMI\, St. Petersburg)\n Alexey Khartov (IITP RAS\, Moscow)\n Alexander Kolnogor ov (Novgorod State University)\n Wei Li (Xidian University\, Xi'an)\n Wei Liu (Wuhan University)\n Irina Lukashova (PDMI RAS\, St. Petersburg)\n Yur y Malyshkin (Tver State University)\n Gennady Martynov (IITP RAS\, Moscow) \n Alexey Naumov (HSE University\, Moscow)\n Sergey Nikitin (PDMI RAS\, St . Petersburg)\n Daniil Panov (St. Petersburg State University)\n Mariia Pl atonova (PDMI RAS / SPbSU\, St. Petersburg)\n Andrei Podchishchailov (St. Petersburg State University)\n Kirill Ryadovkin (PDMI RAS\, St. Petersburg )\n Stanislav Shaposhnikov (Lomonosov Moscow State University)\n Dmitry Sh atilovich (Lomonosov Moscow State University)\n Irina Shevtsova (Lomonosov Moscow State University)\n Aleksandr Shklyaev (Steklov Mathematical Insti tute\, Moscow)\n Artur Sidorenko (Vega Institute Foundation\, Lomonosov Mo scow State University)\n Vladimir Spokoiny (HSE University / WIAS Berlin)\ n Alexandr Tikhomirov (Komi Science Center\, Ural Branch of RAS)\n Vladimi r Ulyanov (HSE University / MSU\, Moscow)\n Vladimir Vatutin (Steklov Math ematical Institute\, Moscow)\n Alexander Veretennikov (IITP RAS\, Moscow)\ n Hanchao Wang (Shandong University)\n Panyu Wu (Shandong University)\n Ti ng-Yi Wu (Huawei Theory Lab\, Shenzhen)\n Yuri Yakubovich (St. Petersburg State University of Economics)\n Elena Yarovaya (Lomonosov Moscow State Un iversity)\n Pavel Yaskov (Steklov Mathematical Institute\, Moscow)\n Jimin Ye (Xidian University\, Xi'an)\n Andrei Zaitsev (PDMI RAS\, St. Petersbur g)\n Andrei Zorine (Lobachevsky State University\, Nizhni Novgorod)\n\n\n\ nOrganizing Committee:\n\n\n Mikhail Lifshits (St. Petersburg State Univer sity)\n Olga Postnova (PDMI RAS\, St. Petersburg)\n Vladimir Ulyanov (MSU / HSE\, Moscow)\n Vladimir Vatutin (Steklov Mathematical Institute\, Mosco w)\n Dmitry Zaporozhets (PDMI RAS\, St. Petersburg)\n\n\n\nLocal instituti ons participating in the organization of the event:\n\n\n Leonhard Euler I nternational Mathematical Institute in St. Petersburg\n St. Petersburg D epartment of Steklov Mathematical Institute\n\n\n\nThe conference is finan cially supported by a grant of the Ministry of Education and Science of th e Russian Federation for the establishment and development of the Leonhard Euler International Mathematical Institute in Saint Petersburg\, agreemen t 075-15-2025-344.\n\n     \nhttps://indico.eimi.ru/event/2070/ LOCATION:PDMI URL:https://indico.eimi.ru/event/2070/ END:VEVENT BEGIN:VEVENT SUMMARY:17th Conference in Spectral Theory and Mathematical Physics\, dedi cated to the memory of M.Sh.Birman DTSTART;VALUE=DATE-TIME:20260622T060000Z DTEND;VALUE=DATE-TIME:20260626T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2058@indico.eimi.ru DESCRIPTION:17th Conference in\nSpectral Theory and Mathematical Physics\n \n22–26 June\, 2026\n\nThe conference is devoted to spectral theory and its applications in modern mathematical physics. There will be talks on t he general operator theory\, differential\, integral and difference operat ors\, scattering theory\, inverse problems\, periodic and ergodic operator s\, asymptotic methods and applications\, e.g.\, in the modern quantum phy sics and nonlinear physics. We also plan to organize talks devoted to inte resting general analytic problems.\n\nAlthough only invited talks will be presented at the conference\, everyone is welcome to attend. The meetings will be held in a hybrid format. Participants can join in-person at the Le onhard Euler International Mathematical Institute (Pesochnaya nab. 10\, St . Petersburg\, Russia)\, or via Zoom (register to get the link).\n\nRegis tration Fee\n\nA registration fee of 1500 RUB is required for all in-perso n attendees\, except for students\, PhD candidates and young researchers. The fee will cover participation in social events. Payment is accepted onl ine through the SPbSU webpage until June 7\, 2026. There is no registrat ion fee for virtual attendees.\n\nPreliminary List of Speakers\n\n\n Serg ey Dobrokhotov • IPMech RAS\n Nikolai Filonov • PDMI RAS\n Ari Lap tev* • Imperial College London & Sirius Mathematical Center\n Michael Lyalinov • St. Petersburg State University\n Karakhan Mirzoev •  Moscow State University\n Vladimir Nazaikinskii • IPMech RAS\n Alexand er Nazarov • PDMI RAS & St. Petersburg University\n Sergei Nazarov  • IPMash RAS\n Vladimir Peller • St. Petersburg State University\n Andrey Pyatnitskiy • UiT The Arctic university of Norway & MIPT\n Ni colai Reshetikhin • YMSC Tsinghua University & St. Petersburg State University\n Oleg Sarafanov • St.Petersburg University\n Anton Savin  • RUDN University\n Grigory Seregin • PDMI RAS\n Andrei Shafarevich  • Moscow State University\n Igor Sheipak • Moscow State Universit y\n Andrei Shkalikov • Moscow State University\n Vladimir Sloushch  • St. Petersburg State University\n Nataliia Smorodina • PDMI RAS\ n Alexander Sobolev* • University College London\n Stanislav Stepin  • Moscow State University\n Iskander Taimanov • Moscow State Univer sity & Sobolev Institute of Mathematics\n Sergey Tumanov • Moscow Sta te University\n Elena Zhizhina • MIPT\n\n\n______\n* remote\n\nScienti fic Committee\n\n\n Alexander Fedotov • SPbSU\n Alexander Its • SP bSU & IUPUI\n Tatiana Suslina • SPbSU\n\n\nOrganizing Committee\n\n\n Alexander Fedotov • SPbSU\n Nikita Senik\n Yulia Solovyeva\n Tatiana Suslina • SPbSU\n\n\nLocal institutions participating in the organizat ion of the event\n\n\n Leonhard Euler International Mathematical Institute in St. Petersburg\n St. Petersburg State University\n St. Petersburg D epartment of Steklov Mathematical Institute\n\n\nThe conference is financi ally supported by a grant of the Ministry of Education and Science of the Russian Federation for the establishment and development of the Leonhard E uler International Mathematical Institute in Saint Petersburg\, agreements 075–15–2025–343\, 075–15–2025–344.\n\n\n\nPrevious Meetings\n \n16th (June 23–⁠27\, 2025) • 15th (June 24–⁠28\, 2024)  • 14th (June 19–⁠23\, 2023) •\n13th (June 22–⁠⁠26\, 2 022) • 12th (June 20–⁠30\, 2021) • 11th (June 21–⁠24\,  2019) •\n10th (June 9–⁠12\, 2018) • 9th (July 3–⁠6\,  2017) • 8th (July 3–⁠6\, 2016) •\n7th (July 3–⁠6\, 2 015) • 6th (July 3–⁠8\, 2014) • 5th (July 2–⁠6\, 2013)  •\n4th (July 2–⁠6\, 2012) • 3rd (July 1–⁠6\, 2011)  • 2nd (July 12–⁠16\, 2010) •\n1st (August 3–⁠7\, 2009)\ nhttps://indico.eimi.ru/event/2058/ LOCATION:Leonhard Euler International Mathematical Institute in St. Peters burg URL:https://indico.eimi.ru/event/2058/ END:VEVENT BEGIN:VEVENT SUMMARY:35th St.Petersburg Summer Meeting in Mathematical Analysis DTSTART;VALUE=DATE-TIME:20260629T060000Z DTEND;VALUE=DATE-TIME:20260704T121500Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2055@indico.eimi.ru DESCRIPTION:\nSt.Petersburg Summer Meeting in Mathematical Analysis will t ake place from June 29 till July 4\, 2026 at the Euler International Mathe matical Institute (St.Petersburg\, Russia).\n\nMore information can be fou nd on  pdmi.ras.ru/ru/ma35/.\nhttps://indico.eimi.ru/event/2055/ LOCATION: URL:https://indico.eimi.ru/event/2055/ END:VEVENT BEGIN:VEVENT SUMMARY:Algebraic groups: the White Nights season VI DTSTART;VALUE=DATE-TIME:20260706T060000Z DTEND;VALUE=DATE-TIME:20260710T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2064@indico.eimi.ru DESCRIPTION:Conference "Algebraic groups: the White Nights season VI"\n\nJ uly 6 - 10\, 2026\n\nNowadays the concept of an algebraic group plays a ke y role in many branches of mathematics and its applications. The theory of algebraic groups includes plenty of deep ideas and results that establish links between different subjects and techniques\, and provides a uniform approach to completely different problems. There are several active resear ch groups in Moscow\, Novosibirsk\, Saint Petersburg and Samara\, working on various aspects of algebraic groups\, and the aim of the conference is to bring researchers from these groups together and to provide a space for sharing the results\, exchanging ideas\, and discussing possible future p rojects. The major part of participants\, including invited speakers\, wil l be young researchers.\n\nThe subjects of the event are the structural th eory of algebraic groups and the theory of algebraic transformation groups . The talks will be devoted to automorphisms of algebraic varieties\, toru s actions\, gradings on algebras\, affine geometry\, locally nilpotent der ivations\, real forms of algebraic groups\, homogeneous spaces\, Galois co homology\, Poisson structures on Lie algebras\, and invariant theory.\n\nT he conference is financially supported by a grant of the Ministry of Educa tion and Science of the Russian Federation for the establishment and devel opment of the Leonhard Euler International Mathematical Institute in Saint Petersburg\, agreements 075–15–2025–343\, 075–15–2025–344.\n\ n\n\n\nList of speakers\n\n\n Anton Fonarev (Steklov IM\, Moscow)\n Alexey Galt (Sobolev IM\, Novosibirsk)\n Alexey Golota (HSE\, Moscow)\n Maria Gr echkoseeva (Sobolev IM\, Novosibirsk)\n Alexander Kuznetsov (Steklov IM\, Moscow)\n Konstantin Loginov (Steklov IM\, Moscow)\n Ivan Panin (PDMI\, St . Petersburg)\n Gaiane Panina (PDMI\, St. Petersburg)\n Alexander Panov (K orolev SSAU\, Samara)\n Anton Shafarevich (HSE\, Moscow)\n Konstantin Shra mov (Steklov IM\, Moscow)\n Andrey Vasiliev (Sobolev IM\, Novosibirsk)\n M aksim Vsemirnov (PDMI\, St. Petersburg)\n Yulia Zaitseva (HSE\, Moscow)\n\ n\n\nOrganizing Committee\n\n\n Ivan Arzhantsev (HSE University)\n Victor Petrov (St. Petersburg University)\n Dmitry Timashev (Lomonosov Moscow St ate University)\n\n\n\nInstitutions participating in the organization of t he event\n\n\n St. Petersburg Department of Steklov Mathematical Institute of the Russian Academy of Sciences\n Leonhard Euler International Mathema tical Institute in St. Petersburg\n Laboratory on Algebraic Transformation Groups at HSE University\n\n\n\nPages of previous years\n\nConference " Algebraic groups: the White Nights season V"\n\nConference "Algebraic grou ps: the White Nights season IV"\n\nConference "Algebraic groups: the White Nights season III"\n\nConference "Algebraic groups: the White Nights seas on II"\n\nMini-workshop "Algebraic groups: the White Nights season"\nhttps ://indico.eimi.ru/event/2064/ LOCATION:Leonhard Euler International Mathematical Institute in Saint Pete rsburg URL:https://indico.eimi.ru/event/2064/ END:VEVENT BEGIN:VEVENT SUMMARY:Russia-Vietnam Conference on Algebraic Geometry\, Algebraic Groups \, Commutative Algebra\, and Applications DTSTART;VALUE=DATE-TIME:20260824T060000Z DTEND;VALUE=DATE-TIME:20260828T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2065@indico.eimi.ru DESCRIPTION:Russia-Vietnam Conference on Algebraic Geometry\, Algebraic Gr oups\, Commutative Algebra\, and Applications\n\nAugust 24 - 28\, 2026 \n \nThe conference will focus on algebraic geometry\, algebraic groups\, and commutative algebra. It aims to foster knowledge exchange and build resea rch networks between mathematicians in Russia and Vietnam. Topics to be di scussed at the conference include automorphism groups of algebraic varieti es\, actions of algebraic groups\, Chevalley groups\, algebraic K-theory\, Lie groups and Lie algebras\, local Artinian algebras\, computational met hods in algebra and algebraic geometry as well as other subjects. The conf erence will bring together leading scientists from Russia and Vietnam who have achieved outstanding results in these fields.\n\nThis is the second c onference in a series of joint meetings in the framework of the project “Flexibility and Computational Methods” realized by the Institute of M athematics of the Vietnam Academy of Science and Technology (VAST) and the HSE University as a part of the International Academic Cooperation Progra mme. The first meeting took place in 2025 in Hanoi. We believe that collab oration between the researchers from leading scientific institutes and uni versities in Russia and Vietnam will make a significant positive contribut ion to the advancement of mathematics in both countries.\n\n   \n\n\nLi st of speakers\n\n\n Do Trong Hoang (Faculty of Mathematics and Informatic s\, Hanoi University of Science and Technology)\n Sergey Gaifullin (HSE Un iversity)\n Hoang Le Truong (Institute of Mathematics\, VAST\; Institute f or AI\, UET–VNU)\n Mikhail Ignatiev (HSE University)\n Ngo Viet Trung (I nstitute of Mathematics\, VAST)\n Nguyen Bich Van (Institute for AI\, UET- VNU)  \n Nguyen Thi Thanh Tam (Hung Vuong University)\n Ananya Pal (HSE University)\n Ivan Panin (Steklov Mathematical Institute\, PDMI RAS)\n Ale xander Perepechko (HSE University)\n Viktor Petrov (St. Petersburg State U niversity)\n Anastasia Stavrova (Steklov Mathematical Institute\, PDMI RAS )\n Alexey Stepanov (St. Petersburg State University)\n Egor Voronetsky (S t. Petersburg State University)\n\n\n\nOrganizing Committee\n\n\n Ivan Arz hantsev (HSE University)\n Hoang Le Truong (Institute of Mathematics\, VAS T\; Institute for AI\, UET–VNU) \n Anton Shafarevich (HSE University)\n \n\n\n \nhttps://indico.eimi.ru/event/2065/ LOCATION:Leonhard Euler International Mathematical Institute in Saint Pete rsburg URL:https://indico.eimi.ru/event/2065/ END:VEVENT BEGIN:VEVENT SUMMARY:International conference "Integrable Systems and Quantum Theory" d edicated to the 80th anniversary of A. K. Pogrebkov\, DTSTART;VALUE=DATE-TIME:20261001T064500Z DTEND;VALUE=DATE-TIME:20261008T153000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2075@indico.eimi.ru DESCRIPTION:This is an annual International conference from the series "In tegrable systems and Quantum Theory". This year it is dedicated to the 80t h anniversary of our colleague and friend A. K. Pogrebkov\, who made a h uge contribution to the theory of integrable systems. The conference topic s include various aspects of the theory of integrable systems and its appl ications to mathematics and physics. \nhttps://indico.eimi.ru/event/2075/ LOCATION:309 (Graduate School of Management SPbU) URL:https://indico.eimi.ru/event/2075/ END:VEVENT BEGIN:VEVENT SUMMARY:Конференция\, посвященная 75-летию со дня рождения А.А. Суслина (Conference dedicated to th e 75-th anniversary of A.A.Suslin) DTSTART;VALUE=DATE-TIME:20261019T060000Z DTEND;VALUE=DATE-TIME:20261020T150000Z DTSTAMP;VALUE=DATE-TIME:20260615T233900Z UID:indico-event-2071@indico.eimi.ru DESCRIPTION:Конференция\, посвященная 75-летию со дня рождения А.А. Суслина \n\nConference dedicate d to the 75-th anniversary of A.A.Suslin\n\n19–20 October\, 2026\n\n\nA ndrei Aleksandrovich Suslin is an eminent mathematician having an enduring role in the development of Algebraic K-theory and its applications. In co llaboration with V. Voevodsky he created the theory of Motivic cohomology\ , solved about ten named problems that other distinguished mathematicians had not been able to solve\, and founded the St. Petersburg schools of Alg ebraic K-theory\, Algebraic geometry\, and Motive theory. He was an invite d speaker at three International Mathematical Congresses (1978\, 1986\, an d 1994) and was a plenary speaker at the 1994 Congress.\n\n\nPreliminary  List of Speakers:\n\n\n Dmitry Orlov (Steklov Mathematical Institute\, Mo scow)\n Alexander Kuznetzov (Steklov Mathematical Institute\, Moscow)\n S ergey Gorchinskiy (Steklov Mathematical Institute\, Moscow)\n Alexey Bond al (MIPT\, Steklov Mathematical Institute\, Moscow)\n Andrey Druzhinin ( PDMI RAS\, St. Petersburg)\n Sergey Yagunov (PDMI RAS\, St. Petersburg)\n Victor Petrov (St. Petersburg State University)\n Eric M.Friedlander(USC ) (online)\n Alexander Merkurjev (UCLA) (online)\n\n\n Program Committee :\n\n\n Ivan Panin (PDMI RAS\, St. Petersburg)\n Anastasia Stavrova (PDM I RAS\, St. Petersburg)\n Victor Petrov (St. Petersburg State University)\ n\n\n\nLocal institutions participating in the organization of the event:\ n\n\n Leonhard Euler International Mathematical Institute in St. Petersbu rg\n St. Petersburg Department of Steklov Mathematical Institute\n\n\n\nT he conference is financially supported by a grant of the Ministry of Educa tion and Science of the Russian Federation for the establishment and devel opment of the Leonhard Euler International Mathematical Institute in Saint Petersburg\, agreement 075–15–2025–344.\n\n     \nhttps://indico .eimi.ru/event/2071/ LOCATION:PDMI URL:https://indico.eimi.ru/event/2071/ END:VEVENT END:VCALENDAR