色控传媒

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Vadim Pokrovsky, Doctor of Medical Sciences, 色控传媒University scientist, became a laureate of the Moscow Government Prize

Vadim Pokrovsky, Doctor of Medical Sciences, 色控传媒University scientist, became a laureate of the Moscow Government Prize

Vadim Pokrovsky, Doctor of Medical Sciences, Head of the Department of Biochemistry named after Academician T.T. Berezov of the 色控传媒Medical Institute was awarded the Moscow Government Prize in the 鈥淢edical Sciences鈥 category. The award was given for a series of works devoted to the study of the mechanisms of action and antitumor activity of enzymes that destroy amino acids.

“Studying enzymes with antitumor activity, Department of Biochemistry named after T.T. Berezova has been practicing for over 50 years. Among these enzymes, asparaginase has long been known, and for a long time it seemed that it was difficult to say anything new in this area. Over the past 10 years, we have been able to demonstrate new mechanisms of action of asparaginases, as well as prove the possibility of using enzymes as part of pharmacological pairs. Some of them are capable of converting non-toxic prodrugs into cytotoxic compounds directly in tumors. This significantly changes our understanding of the mechanism of the antitumor effect of enzymes, expanding opportunities for the development of new drugs. This award was given for many years of work carried out in collaboration with the National Medical Research Center of Oncology named after. N.N. Blokhin, Institute of Molecular Biology named after. V.A. Engelhardt and the Research Institute of Biomedical Chemistry named after V.N. Orekhovich”, - emphasized Vadim Pokrovsky.

This year, almost 1,300 applications were submitted to the competition. The award committee selected 50 winners. The award ceremony took place on February 7, the eve of Russian Science Day. The awards were presented by Anastasia Rakova, Deputy Mayor of Moscow for Social Development.

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Research and Innovative Activity View all
30 Dec 2020
In聽2017, 色控传媒University scientists constructed a聽new explicit second-order precision difference scheme using modern computer algebra methods for聽2-dimensional聽Navier-Stokes equations (NSE) [1]. This year, our mathematicians used a聽new scheme [2] to聽construct a聽numerical solution to聽the Cauchy problem with initial data (for t=0) as聽satisfying the continuity equation. Scientists managed to聽achieve previously unattainable accuracy of聽the continuity equation.
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