(in Russian)

CURRICULUM VITAE

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THE BASIC PUBLICATIONS LIST

The same file in tex format

THE E-PUBLICATIONS LIST:

1. Extrapolation methods of computing the saddle point of a Lagrange function and application to problems with a block-separable structure. Zhurnal vychisl. mat. i mat. fiz. 1986. T.1. No.1. Pp.150-151. English transl.: U.S.S.R. Comput. Maths. Math. Phys. 1986. Vol.26. No.1. P.96. % extrapol.pdf % extrapol.ps
2. Controlled Proximal Differential Systems for Saddle Problems. Differentsial'nye Uravneniya. 1992. T.28. No.11. Pp.1846-1861. English transl.: Differential Equations. 1992. Vol.28. No.11. Pp.1498-1510. % differ.pdf % differ.ps
3. An interior linearization method. Zhurnal vychisl. mat. i mat. fiz. 1993. T.33. No.12. Pp.1776-1791. English transl.: Comp. Maths. Math. Phys. 1993. Vol.33. No.12. Pp.1555-1568. % intline.pdf % intline.ps
4. Feedback-Controlled Saddle Gradient Processes. Avtomatika i telemekhanika. 1994. No.3. Pp.12-23. % ANT_R.pdf % ANT_R.ps English transl: Automation and Remote Control. 1994. Vol.55. No.3. Pp.311-320. % ANT_E.pdf % ANT_E.ps
5. Minimization of convex functions on convex sets by means of differential equations. Differentsial'nye Uravneniya. 1994. T.30. No.9. Pp.1475-1486. English transl.: Differential Equations. 1994. Vol.30. No.9. Pp.1365-1375. % difeq.pdf % difeq.ps
6. On finite convergence of processes to a sharp minimum and to a smooth minimum with a sharp derivative. Differentsial'nye Uravneniya. 1994. T.30. No.11. Pp.1843-1854. English transl.: Differential Equations. 1994. Vol.30. No.11. Pp.1703-1713. % onfinite.pdf % onfinite.ps
7. The convergence of proximal methods to fixed points of extremal mappings and estimates of their rate of convergence. Zhurnal vychisl. mat. i mat. fiz. 1995. T. 35. No.5. Pp.688-704. English transl.: Comp. Maths. Math. Phys. 1995. Vol.35. No.5. Pp.539-551. % conver.pdf % conver.ps
8. On differential prediction-type gradient methods for computing fixed points of extremal mappings. Differentsial'nye Uravneniya. 1995. T.31. No.11. Pp.1786-1795 (Russian). % GMEM_OOO.pdf % GMEM_OOO.ps English transl.: Differential Equations. 1995. Vol.31. No.11. Pp.1754-1763. % GMEM_EEE.pdf % GMEM_EEE.ps
9. Equilibrium programming: Gradient methods. Avtomatika i telemekhanika. 1997. No.8. Pp.125-137 (Russian). % AVTTE96R.pdf % AVTTE96R.ps English transl.: Automation and Remote Control. 1997. Vol.58. No.8. Pp.1337-1347. % AN1.pdf % AN1.ps
10. Equilibrium programming: proximal methods. Zhurnal vychisl. mat. i mat. fiz. 1997. T.37. No.11. Pp.1327-1339. % JVMMF97.pdf % JVMMF97.ps
    English transl.: Comp. Maths. Math. Phys. 1997. Vol.37. No.11. Pp.1285-1296. % AN2.pdf % AN2.ps
11. From optima to equilibria. Proceedings of Institute for Systems Analysis. "Dynamics of non-homogeneous systems". Vol.3. Moscow. 2000. Pp.35-64. % OPN2EQUI.pdf % OPN2EQUI.ps
12. Solution methods for variational inequalities with coupled constraints. Computational Mathematics and Mathematical Physics. 2000. T.40. No.9. Pp.1291-1307. % COUPLR.pdf % COUPLR.ps English transl.: \\ Comp. Maths. Math. Phys. 2000. Vol.40. No.9. Pp.1291-1307. % COUPL_E.pdf % COUPL_E.ps
13. Solving variational inequalities with coupled constraints by means of differential equations. Differential Equations. 2000. T.36. No.11. Pp.1-9. VIDIF_R.pdf %VIDIF_R.ps
    English transl.: Differential Equations. 2000. Vol.36. No.11. Pp.1-9. VIDIF_E.pdf %VIDIF_E.ps
14. Differential equations for equilibrium problems with coupled constraints. Nonlinear Analysis. 2001. Vol.47. Pp.1833-1844. % WCNA.pdf % WCNA.ps
15. Gradient and extragradient approaches to bilinear equilibrium programming. Computing Center RAS. Moscow 2002. Pp.1-130 (in Russian). % mono_n.pdf % mono_n.ps
16. Gradient approach of computing fixed points of equilibrium problems. Journal of Global Optimization. 2002. Vol.24. No.3. Pp.285-309. % JOGO_OOO.pdf % JOGO_OOO.ps
17. Extragradient approach to the solution of two person nonzero-sum games. In the book "Optimization and Optimal Control". P.M.Pardalos, I.Tsevendorij and R.Enkhbat. Editors. World Scientific Publishing Co. Kluwer. 2003, 1-28. %PARD2_E.pdf %PARD2_E.ps