Alexander Pechen

Alexander Nikolayevich Pechen (Russian: Александр Николаевич Печень, born 26 January 1979 in Moscow) is a Russian physicist and mathematician. In 2009 he became a laureate of the Blavatnik Award for Young Scientists[1] (USA), in 2016 was elected to Professor of the Russian Academy of Sciences[2] among about 500 top Russian researchers aged under fifty.

Alexander Pechen
Born (1979-01-26) 26 January 1979
Moscow, USSR
CitizenshipRussia
EducationMoscow State Univ.
AwardsBlavatnik Award (2009)
Scientific career
FieldsMathematical physics, quantum theory
InstitutionsSteklov Institute
MISiS University
Princeton University
Weizmann Institute
Doctoral advisorIgor Volovich
External image
Alexander Pechen (photo)

Professional career

Pechen studied physics at the Faculty of Physics of Moscow State University, specializing in theoretical physics and graduating with honors in 2001. He received his PhD (Cand. Sci.) in 2004 and Doktor nauk degree in 2014. Pechen is known for the research in quantum mechanics, quantum control, statistical mechanics, open quantum systems and mathematical physics.

In 2000-2003, Pechen stayed as a visiting researcher at the University of Rome Tor Vergata. In 2005–2010 he was with Chemistry Department of Princeton University. It is the work at Princeton that brought him the Blavatnik award; the work has discovered that it is possible to develop a single, unified mathematical treatment for a wide range of open system control phenomena.[3] The control of open quantum systems is highly important for applications since real controlled atoms and molecules almost always significantly interact with their environment.[1]

In 2011–2013, as a Marie Curie Incoming International Fellowship recipient (ACOLA project), he was working at the Department of Chemical Physics in Weitzmann Institute in Israel.[4][1] His work was concentrated on the analysis of quantum control landscapes and, jointly with D.J. Tannor[5] drawing a distinction between kinematic and dynamic critical points he demonstrated the existence of trapping behaviour for quantum control systems.[6]

His present affiliations are with the Steklov Institute of Mathematics (in the period from 2016 to 2019 he headed the Laboratory of Mathematical Methods for Quantum Technologies there, which in 2019 grew up in the Department of Mathematical Methods for Quantum Technologies under his leadership)[7] and National University of Science and Technology MISiS, both located in Moscow. In 2013–2016, he served as Academic Secretary of the Steklov Institute. He is also a member of the Academic Councils of Steklov Institute[8] and MISiS[9].

Since 2014 Pechen is a member of the Coordination Council of the Federal Fundamental Scientific Research Programme for 2013–2020 in Russia.[10] In 2014–2018 he acted as coordinator of the research project «Contemporary Mathematics and its applications» (about 120 participants) in Stekov Institute sponsored by the Russian Science Foundation.[11]

Since 2015 he also serves as Academic Secretary of the National Committee of Mathematicians of Russia[12]. He was a member, jointly with Arkady Dvorkovich, Sergey Kislyakov, Andrei Okounkov, Stanislav Smirnov, and Victor Vassiliev, of the Russian delegation on the General Assembly of the International Mathematical Union 2018 in São Paulo, Brazil[13]. The delegation presented a bid to have the International Congress of Mathematicians 2022 in Saint Petersburg. The bid was supported by the Assembly. Now Alexander Pechen is a member of the Organizing Committee of the International Congress of Mathematicians 2022 in Saint Petersburg.[14]

Representative publications
  • K. A. Lyakhov, H. J. Lee, A. N. Pechen, Some issues of industrial scale boron isotopes separation by the laser assisted retarded condensation (SILARC) method, Sep. Purif. Technol., 176:4 (2017), 402–411.
  • A. N. Pechen, D. J. Tannor, Are there traps in quantum control landscapes?, Phys. Rev. Lett., 106 (2011), 120402.
  • A. Pechen, H. Rabitz, Teaching the environment to control quantum systems, Phys. Rev. A, 73 (2006), 062102.
  • A. Pechen, N. Il'in, F. Shuang, H. Rabitz, Quantum control by von Neumann measurements, Phys. Rev. A, 74 (2006), 052102.
gollark: KGB code prize checker; anyone want it?https://dragcave.net/lineage/oKGBs
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gollark: Noooo, missed a 2G prize, and a nebula.

References
  1. Alexander Pechen, the Blavatnik award winner-2009 (Blavatnik program website)
  2. "Постановления Президиума РАН о присвоении звания "Профессор РАН" (№ 13) [Decisions of the Presidium of the Academy on awarding the title "Professor of the Russian Academy of Sciences"]" (in Russian).
  3. Jeffries, Abigail (17 October 2009). "Blavatnik Awards for Young Scientists. Meet the 12 finalists in the 2009 competition". The New York Academy of Sciences Magazine.
  4. "Analysis of Controllability and Control Landscapes for Quantum Systems". Official website of Seventh Framework Programme.
  5. Pechen, Alexander; Tannor, David (2011). "Are there traps in quantum control landscapes?". Physical Review Letters. 106 (12): 120402. arXiv:1508.05434. doi:10.1103/PhysRevLett.106.120402. PMID 21517285.
  6. Yeston, Jake (29 April 2011). "Look Out for Traps". Science. 332 (6029): 515. Bibcode:2011Sci...332..515Y. doi:10.1126/science.332.6029.515-b.
  7. Department at the Steklov Institute headed by A. Pechen (website)
  8. "Academic Council of Stekov Mathematical Institute". Official website of Steklov Institute. Retrieved 2019-05-20.
  9. "Academic Council of MISiS" (in Russian). Official website of MISiS. Retrieved 2019-05-20.
  10. "Order of the Government of the Russian Federation (Nov. 3, 2014, № 2185-р)" (in Russian). government.ru. 2014-11-03. Retrieved 2018-10-08.
  11. See videos from the conference «Contemporary Mathematics and its applications» dedicated to the results of research supported by the Russian Science Foundation (Nov. 19, 2018).
  12. "National Committee of Mathematicians of Russia". Official website of the Russian Academy of Sciences.
  13. Pechen, Alexander (2018). "International Congress of Mathematicians 2018: from Rio de Janeiro to St. Petersburg". Russian Mathematical Surveys. 73 (6): 1145–1153. Bibcode:2018RuMaS..73.1145P. doi:10.1070/RM9865.
  14. "Order of the Government of the Russian Federation (Feb. 9, 2019, № 183-р)" (in Russian). government.ru. 2019-02-09.
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