Name ：Alexander V. Ilin

Born on 11 January 1973 in Moscow, Russia

Links Web Of Science ResearcherID http://www.researcherid.com/rid/B-4387-2016

Scopus Author ID: https://www.scopus.com/authid/detail.uri?authorId=56481625300

Istina: http://istina.msu.ru/profile/iline@cs.msu.su/

Position

01/09/2011 – current   Professor of the Department of Nonlinear Dynamical Systems of the Faculty of Computational Mathematics and Cybernetics (CMC) of Lomonosov Moscow State University (MSU).

16/12/2011- Corresponding Member of the Russian Academy of Sciences (Department of Mathematics, Section of Applied Mathematics and Computer Science).

2011– Member of the IFAC (International Federation of Automatic Control) section (CC 1 - Systems and Signals / TC 1.1. Modelling, Identification and Signa l Processing).

2012– Member of the editorial board of the journal "Differential Equations"

2012– Member of the Academic Council of CMC MSU;

11/2015 – current Visiting professor at Hangzhou Dianzi University (China);

09/2017 – current Member of the Dissertation Council MSU 01.09.

04/2018 – Honarary professor of   East China Normal University

07/2018 – Dean of the faculty of Computational Mathemtaics and Cybernatics of Snenzhen MSU – BIT University

07/2018 – Scientific Secretary of the Academic Council of the Faculty of Computational Mathematics and Cybernetis of Lomonosov Moscow State University

Scientific Degree        

21/10/2009

Doctor of Sciences degree in differential equations, dynamical systems, and optimal control (defended in MSU). Title of the thesis: “Robust inversion of dynamical systems”, adviser – academician Sergey K. Korovin.

28/05/1999         

Ph.D. degree in differential equations, dynamical systems, and optimal control (defended in MSU).  Title of the thesis: «Algorithms of robust inversion of nonlinear dynamical systems», adviser – academician Sergey K. Korovin.

Education

01/10/1994 – 31/10/1997

Ph.D. student of CMC MSU, department of Nonlinear Dynamical Systems; specialization 01.01.02 “differential equations, dynamical systems, and optimal control”. Scientific adviser – academician Sergey K. Korovin.

01/09/1989 – 30/06/1994

Student of CMC MSU, specialization “applied mathematics and informatics”, qualification “mathematician, system programmer”; diploma with honors.

Languages      

Russian (native), English (free)

Research directions and main results:      

Main scientific results:

1. There was obtained an exhaustive solution to one of the problems of inverse dynamics – to the problem of robust inversion of dynamical systems, i.e., to the task of the real-time restoring of an unknown input function of the given dynamical system, also under the presence of an uncertainty. This problem was solved by constructing of an auxiliary dynamical systems which are called inverters.

2. Necessary conditions for the invertibility of dynamical systems were obtained. There were built inverters that solve inversion problems under various conditions on the system, under the presence of uncertainties and interferences.

3. The problem of constructing of inverters of a minimal order was posed and successfully solved. Upper bounds for the dimension of minimal inverters were obtained whih turned to be sharp in some classes of systems.

4. Methods of inversion of dynamical systems defined by nonlinear and difference equations were proposed.

5. The problem of constructing of inverters for dynamic systems with delay.

Publications   

Total: more than 80, among them: more than 30 published in journals that are indexed in Thomson&Reuters Web of Science system. The most significant publications are given in the Appendix

Research grants and contracts      

In the role of a supervisor:

• Grant of the President of Russia for young Ph.D. (2005-2006).

• Russian Foundation for Basic Research grants No. 14-07-00795-a  (2014-2016),  14-01-90010-bel_a (2014-2015), 12-01-33069_ mol_a-ved, (2012-2014), 13-07-07006_d

Awards

• Medal and Prize of the Russian Academy of Sciences for the best work among young scientists (1999)

• Academia Europa Prize winner (2001)

• Prize of the International Academic Publishing House Nauka/Interperiodika for the best publications in its journals (2005)

• Prize for the best work of among young scientists in Moscow State University (1998, 2003, 2005)

• Scholarship for young scientists and researches of Moscow State University (2004, 2006)

APPENDIX

Selected Works by Alexander V. Ilin

1. Construction of an Arbitrary Suslin Set of Positive Characteristic Exponents in the Perron Effect. DIFFERENTIAL EQUATIONS. 2019. Vol 55. № 4, P. 449-457 DOI 10.1134/s0012266119040025  (with Izobov, N. A.)

2. Control Problems for Systems with Uncertainty. -  COMPUTATIONAL MATHEMATICS AND MODELING. 2019. Vol. 30. N 4. P.: 390-402. DOI: 10.1007/s10598-019-09465-8 (with Fomichev, V.V., Fursov, A.S.)

3. Construction of an Arbitrary Suslin Set of Positive Characteristic Exponents in the Perron Effect. DIFFERENTIAL EQUATIONS. 2019. Vol 55. № 4, P. 449-457. DOI 10.1134/s0012266119040025  (with Izobov, N. A.)

4. Inversion of Hyperoutput Time-Delay Systems – DOKLADY MATHEMATICS. 2019. Vol.99. N 1. P.: 113-116. DOI: 10.1134/S106456241901023X  (with Atamas’, E. I.; Fomichev, V. V.)

5. Continual Version of the Perron Effect of Change in Values of Characteristic Exponents - DOKLADY MATHEMATICS. 2018. Vol.97. N 1. P.: 52-57. DOI: 10.1134/S1064562418010180 (with Izobov, N. A.)

6. Generalization of the internal approximation method for the simultaneous stabilization problem - DIFFERENTIAL EQUATIONS. 2018, Vol. 54, № 12, с. 1669-1673 . DOI: 10.1134/S0012266118120121 (with Fursov, A.S., Maltseva, A.V.)

7. Inversion of MIMO Systems with Unstable Zero Dynamics. – DOKLADY MATHEMATICS. 2017. Vol.95. N 4. P.: 407-410. DOI: 10.1134/S1064562417020144 (with Atamas’, E. I.; Fomichev, V.V.)

8. On the problem of finding a bounded solution of unstable differential equation. –  DIFFERENTIAL EQUATIONS.  2017. Vol. 53   N 1.  P.: 111-116. DOI: 10.1134/s0012266117010104 (with Atamas’, E. I.; Fomichev, V. V.)

9. Sign reversal of the characteristic exponents of solutions of a differential system with initial data on finitely many points and lines. – DIFFERENTIAL EQUATIONS.  2016. Vol. 52   N 11.  P.: 1389-1402. DOI: 10.1134/s001226611611001x (with Izobov, N. A.)

10. Sufficient conditions for invertibility of linear stationary systems– DOKLADY MATHEMATICS. 2016. Vol.93. N 1. P.: 124-126. DOI: 10.1134/S1064562416010245   (with Atamas’, E. I.; Fomichev, V. V.)

11. Perron effect of infinite change of values of characteristic exponents in any neighborhood of the origin. – DIFFERENTIAL EQUATIONS.  2015.  Vol.: 51   N 11.   P.: 1413-1424. DOI: 10.1134/s0012266115110026 (with Izobov, N. A.)

12. Some Computational Aspects of Simultaneous Stabilization Problems. – DOKLADY MATHEMATICS. 2015. Vol.91. N 1. P.: 125-130. DOI: 10.1134/S1064562415010196  (with Mal'tseva, A. V.; Fursov, A. S.)

13. Inversion of dynamical systems with the use of higher-order sliding modes. – DIFFERENTIAL EQUATIONS.  2014. Vol. 50   N 11.  P.: 1466-1471. DOI: 10.1134/s0012266114110056 (with Vasin, D. A.; Fomichev, V. V.)

14. Infinite version of the Perron value change effect for characteristic exponents of differential systems. – DOKLADY MATHEMATICS. 2014.  Vol.: 90   N 1.   P.: 435-439. DOI: 10.1134/s1064562414050032 (with Izobov, N. A.)

15. Observers for time delay systems in the presence of external disturbances. – DOKLADY MATHEMATICS. 2014.  Vol.: 89.   N 3.   P.: 387-391. DOI: 10.1134/s1064562414030016 (with Budanova, A. V.; Fomichev, V. V.)

16. Finite-dimensional Perron effect of change of all values of characteristic exponents of differential systems. – DIFFERENTIAL EQUATIONS. 2013 Vol.: 49   N 12.  P.: 1476-1489. DOI: 10.1134/s0012266113120021 (with Izobov, N. A.)

17. Inversion of Vector Delay Systems. – DIFFERENTIAL EQUATIONS. 2013. Volume: 49   N 11.  P.: 1329-1335. DOI: 10.1134/s0012266113110013 (with Atamas', E. I.; Fomichev, V. V.)

18. Simultaneous stabilization of plants of various orders. – DIFFERENTIAL EQUATIONS.2013. Vol.: 49.  N 5. P.: 623-629. DOI: 10.1134/S001226611305011X (with Emel'yanov, S. V.; Fomichev, V. V.; and Fursov, A.S.)

19. Construction of observers for bilinear systems of special type. – DOKLADY MATHEMATICS. 2013.  Vol.: 87.  N 2. P.: 254-257. DOI: 10.1134/S1064562413020087 (with Goncharov, O. I.; Fomichev, V. V.)

20. On the construction of a common stabilizer for families of linear nonstationary systems. – DOKLADY MATHEMATICS. 2013.  Vol.: 87.   N 1.   P.: 124-128. DOI: 10.1134/S1064562413010171 (with Izobov, N. A.; Fomichev, V. V.; and Fursov, A.S.)

21. Synthesis of observers for asymptotically observable time delay systems. – DOKLADY MATHEMATICS. 2013.  Vol.: 87.  N 1.   P.: 129-132. DOI: 10.1134/S1064562413010249 (with Budanova, A. V.; Fomichev, V. V.)

22. Inversion of linear dynamical systems in the presence of additive noise. – DIFFERENTIAL EQUATIONS. 2009.  Vol.: 45.   N 11.   P.: 1645-1652. DOI: 10.1134/S001226610911010X (with Korovin, S. K.; Fomichev, V. V.)

23. Synthesis of minimal linear stabilizers. – DIFFERENTIAL EQUATIONS. 2009. Vol.: 45.   N 5.   P.: 694-703. DOI: 10.1134/S001226610911010X (with Korovin, S. K.; Fomichev, V. V.)

24. A canonical form of vector control systems. – DOKLADY MATHEMATICS. 2007. Vol.: 75.   N 3.   P.: 467-471. DOI: 10.1134/S1064562407030362 (with Korovin, S. K.; Fomichev, V. V.)

25. Zero dynamics of linear vector stationary systems. – DOKLADY MATHEMATICS. 2007.  Vol.: 75.   N 3.   P.: 472-478. DOI: 10.1134/S1064562407030374 (with Korovin, S. K.; Fomichev, V. V.)

26. On the theory of functional observers and stabilizers of given order. – DOKLADY MATHEMATICS. 2006.  Vol.: 74.   N 1.   P.: 619-622. DOI: 10.1134/S1064562406040387 (with Korovin, S. K.; Fomichev, V. V.; and Medvedev, I. S.)

27. Synthesis of asymptotic observers for linear vector indeterminate systems. – DIFFERENTIAL EQUATIONS. 2005.  Vol.: 41.  N. 1   P.: 74-83. DOI: 10.1007/s10625-005-0136-z (with Korovin, S. K.; Fomichev, V. V.)