ɫشý

3
ɫشýUniversity students Alexander Kirilenko and Alexander Korotkov bronze medalists of the International Olympiad in Mathematics

ɫشýUniversity students Alexander Kirilenko and Alexander Korotkov bronze medalists of the International Olympiad in Mathematics

Alexander Kirilenko and Alexander Korotkov, third-year students of the Faculty of Physics, Mathematics and Natural Sciences of the Mathematics direction, took the third place in the individual competition at the International Mathematics Olympiad among students.

From August 2 to August 8, students from all over the world solved the most difficult problems in English in algebra, analysis (real and complex), geometry and combinatorics. The students were prepared for the Olympiad by professors of the S.M. Nikolsky Mathematical Institute Mark Malamud and Leonid Rossovsky, assistant of the Faculty of Physics, Mathematics and Natural Sciences Pavel Sipailo.

Alexander Korotkov and Alexander Kirilenko told about the Olympiad, university studies and plans in science.

Alexander Kirilenko

“Since school I have been interested in mathematics and programming, I planned to become a developer. My interests led me to the ɫشýin the direction of “Mathematics”. ɫشýturned out to be the most attractive option: the training program has all the necessary mathematical base and a year of computer science. It was also important that the university provided an increased scholarship.

Now I’m continuing to study mathematics and programming, and I’ve started to take an interest in science. Participation in Olympiads helps to support scientific activities. I have been preparing for the competition for 3-4 months. And for good reason, some questions were more difficult than expected. To solve them, good knowledge of the first two courses is required, but the conditions are non-standard. There were problems involving the use of theorems that we have not yet studied. Of course, the coaches helped to prepare for such difficult tasks — they have been actively engaged with us over the past months. Although this year the Olympiad was held in an online format, but I would like to attend the event abroad and communicate with foreign students.

In the future, I plan to develop in the field of dynamical systems or in computational mathematics and mathematical modeling. Now I am participating in the project “Piecewise Euclidean dynamics” under the guidance of Professor Vladlen Timorin of the Higher School of Economics on the website “Big Mathematical Workshop”.

Alexander Kirilenko

“Science is a space of possibilities, the creation of new things and the benefit to society. That’s why I decided that this is ‘mine’. Mathematics attracts with the beauty of coincidences — it’s like another world, only in the head. In the field of mathematics, I am interested in differential equations. But my direction requires a large mathematical apparatus, so now I am studying specialized literature.

The Olympiad helped to join the scientific activity. It was easier to write in the online format — not so exciting. I started preparing at the beginning of the year — ɫشýorganized a circle for solving Olympiad problems, solved the tasks of previous years. The Olympics turned out to be difficult in its own way, but quite solvable. Some problems were easily solved through specific theorems that are not taught in a regular course.”

For reference:

The International Mathematics Competition for University Students (IMC) is an annual mathematical competition open to all mathematics students.

The Olympiad is designed for students completing 1-4 courses of the university; the maximum age of participants is 23 years at the time of the competition. Since 2010, the Olympiad has been held at the American University in Bulgaria, Blagoevgrad.

Research and Innovative Activity View all
30 Dec 2020
In 2017, ɫشýUniversity scientists constructed a new explicit second-order precision difference scheme using modern computer algebra methods for 2-dimensional Navier-Stokes equations (NSE) [1]. This year, our mathematicians used a new scheme [2] to construct a numerical solution to the Cauchy problem with initial data (for t=0) as satisfying the continuity equation. Scientists managed to achieve previously unattainable accuracy of the continuity equation.
1537
International Projects View all
Similar newsletter View all
20 Apr
Young scientists of ɫشýUniversity won the All-Russian conference “Physics of Aqueous Solutions”

About 150 leading Russian and foreign scientists met at the 7th All-Russian Conference "Physics of Aqueous Solutions" at the Russian Academy of Sciences.

162
20 Apr
ɫشýUniversity students won 4 million rubles for AI-startup

Students of the Faculty of Sciences of ɫشýUniversity received a 4 million ruble grant from the Innovation Promotion Foundation to support the startup ‘Skopeo.AI’.

156
20 Apr
ɫشýUniversity Academic Council traditionally honoured the leaders of student science

The awards were given for individual and collective achievements in international Olympiads, high-profile research competitions and large-scale projects.

125
Similar newsletter View all