Alexandra Skripchenko? Dean of the HSE Faculty proud of of Mathematics
The International Congress of Mathematicians is a key professional event for mathematicians from all over the world. It is a unique opportunity for academics to communicate their research results to leading experts in the field and meet their colleagues? and for beginner researchers to meet true celebrities in mathematics? attend presentations at the highest level? and probably decide on the field of their future research. colleagues who were invited as plenary and section speakers.
We are also actively proud of
Participating in organizing the congress: some of our staff keys to optimize your fanpage members are among the organizers of six satellite conferences? and even more will be invited speakers. Many of our students are going to be volunteers at the congress. I am very hopeful that it will be an important motivating event in their lives and will kick-start their bright academic careers.
An invitation to deliver a plenary speech at the ICM is a sign that the global academic community recognizes the researcher’s considerable global input into modern mathematics.
In 2022? the Congress Programme among the priority areas of Committee selected 21 plenary speakers.
They include two
Researchers from the HSE Faculty of Mathematics: Professor it atb directory is Igor Krichever and Aleksandr Kuznetsov? Research Fellow at the Laboratory of Algebraic Geometry and Its Applications. In addition? three researchers from the Faculty of Mathematics were invite to give sectional presentations. They are Alexander Efimov? Research Fellow at the International Laboratory for Mirror Symmetry. And Automorphic Forms (in the sections ‘Algebra’ and ‘Algebraic and Complex Geometry’)? Yuri Prokhorov? Senior Research Fellow at the Laboratory of Algebraic Geometry. And Its Applications (in the section ‘Algebraic and Complex Geometry’) and Evgeny Feigin? Professor at the Joint Department with The Lebedev Physical Institute of the Russian Academy of Sciences (in the section ‘Lie Theory and Generalizations’).