Research & Expertise – News

The winners of the Young Mathematicians of Russia Award were announced at the 6th Conference of Russia’s Mathematical Centres, held in Kazan in late August 2026. Four of the nine award recipients are graduates of the HSE Faculty of Mathematics: Associate Professor Alexander Kalmynin, PhD students Alexander Zaitsev and Petr Kucheryavyy, and researcher Dmitry Pirozhkov.

In late July 2026, Dmitry Rybin, a graduate of the HSE Faculty of Mathematics who is now working in China, used ChatGPT to disprove a longstanding mathematical hypothesis. In an interview with the HSE News Service, he discussed AI's ability to make discoveries in mathematics, reflected on his time at HSE University, and spoke about his doctoral research at the Chinese University of Hong Kong.

From July 13 to 17, 2026, the HSE Faculty of Mathematics hosted the international conference ‘Moduli, Dynamics, and Integrability,’ bringing together leading mathematicians from Russia, the United States, China, the United Kingdom, and other countries.

Mathematicians at HSE University believe that there is no need to fear losing jobs because of the widespread use of AI, while at the same time they warn against uncritical acceptance of works and projects prepared with its help. AI, however, can be a useful tool in research, creating models and processing large volumes of information.

The annual Student Research Paper Competition (SRPC) offers students the chance to showcase their work, such as term papers or theses. It is a valuable opportunity to receive expert feedback and recommendations aimed at improving research, as well as to take the first steps in an academic career. Below we outline the key features and deadlines for submitting entries.

Mathematicians from Russia, including two HSE graduates, have disproven a well-known mathematical conjecture that, despite lacking solid proof, had been considered valid for 40 years. The ‘Bunkbed Conjecture’ belongs to percolation theory—a branch of mathematics that studies the formation of connected structures in independent environments.