IRINA  F. SIVERGINA

                                                                                                       

Articles in Encyclopedias

1.      Kurzhanski, A.B. and Sivergina, I.F., (2003), The Stability Concepts. In Physical Sciences, Engineering and Technology Resources,  edited by H. Unbehauen, in  Encyclopedia of Life Support Systems (EOLSS), Developed under the Auspices of the UNESCO, Eolss Publishers, Oxford, UK, 2003, (http://www.eolss.net)

Journal Publications

1.      Kolmanovsky, I., Sivergina, I., and Sun, J., Simultaneous input and parameter estimation with input observers and set-membership parameter bounding: theory and an automotive application, International Journal of Adaptive Control and Signal Processing, 20 (2006), 225-246.

2.      Sivergina, Irina F., and Polis, M.P., Local null controllability in a state constrained thermoelastic contact problem. Control and boundary analysis, 131--144,  Lect. Notes Pure Appl. Math., 240, Chapman & Hall/CRC, Boca Raton, FL, 2005.

3.      Sivergina, I., and  Polis, M., Exact Null Controllability in a Nonlinear Thermoelastic Contact Problem,  Applied Mathematics and Optimization,  51 (2005), 107-122.

4.      Sivergina, I.F.; Polis, M. P. About global null controllability of a quasi-static thermoelastic contact system. Discrete Contin. Dyn. Syst. 2005, suppl., 816-823.

5.      Zachary, D.S., Haurie, A., and Sivergina, I.,  A Reduced-Order Photochemical Air Quality Model, Cybernetics and Systems, 35 (2004), 579-593.

6.      Sivergina I., Polis, M., and Kolmanovsky I., Source identification for parabolic Equations, Mathematics of Control, Signals, and Systems, 16 (2003), 2/3, 141-157.

7.      Sivergina I., and Polis M., Comments on ``Model-Based Solution Techniques for the Source Localization Problem'', IEEE Trans. Control Systems Technology, 10 (2002), p. 633.

8.      Kurzhanskii A.B., and Sivergina I. F., Dynamic programming in an identification problem for distributed parameter systems. (in Russian) Prikl. Mat. Mekh. 62 (1998), no. 6, 899-912; translation in J. Appl. Math. Mech. 62 (1998), no. 6, 831-842 (1999).

9.      Sivergina I.F., Parallel algorithm in the source identification problem for atmospheric diffusion equations, in Algorithms and Programs for parallel computations, Ekaterinburg, UO RAN, 1998,  286-300.

10.  Kurzhanski A.B., and Sivergina I.F. The dynamic programming in an inverse estimation problem for distributed parameters systems. (in Russian) Dokl. Akad. Nauk 360 (1998), no. 2, 161-166.

11.  Sivergina I.F., On the data re-processing-free algorithm in the initial state estimation problem for parabolic systems, Lecture Notes in Computer Science, 1196, 450-457.

12.  Sivergina I.F., Invertibility and observability of evolutionary systems. (in Russian) Dokl. Akad. Nauk, 351 (1996), no. 3, 304--308.

13.  Sivergina I., The diffusion processes: an invertibility problem and the guaranteed estimation theory. Modelling and optimization of distributed parameter systems (Warsaw, 1995), pp. 159--166, Chapman & Hall, New York, 1996.

14.  Kurzhanski A.B., and Sivergina I.F., Quasiinversion, regularization and the observability problem, Luxenburg, International Institute of Applied System Analysis, 1992. WP-92-14. 25 p.

15.  Kurzhanskii A.B.,  and Sivergina I.F., The method of guaranteed estimates and the regularization problems for evolutionary systems. (in Russian) Zh.Vychisl. Mat. i Mat. Fiz. 32 (1992), no. 11, pp. 1720-1733; translation in Comput. Math. Math. Phys. 32 (1992), no. 11, pp. 1545-1558 (1993).

16.  Kurzhanski A.B.,  and Sivergina I.F.,  Epsilon-observability of the distributed systems. (in Russian) Proceedings of the Institute of Mathematics and Mechanics, Vol. 1, 122-137, 222, Ross. Akad. Nauk, Ural. Otdel., Inst. Mat. Mekh., Ekaterinburg, 1992.

17.  Yaroslavski L.P., and Sivergina I.F., On the properties of texture images in nonlinear  dynamical systems. (in Russian) Avtometriya, 1991, no. 1.

18.  Kurzhanski A.B., and Sivergina I.F., On inverse problems for the evolutionary systems: the guaranteed estimates and the regularized solutions. Modeling and inverse problems of control for distributed parameter systems (Laxenburg, 1989), pp. 93-101, Lecture Notes in Control and Inform. Sci., 154, Springer, Berlin, 1991.

19.  Kurzhanski A.B., and Sivergina I.F., Irreversible evolution systems: the guaranteed estimation and the regularization problems. (in Russian) Dokl. Akad. Nauk SSSR, 314 (1990), no. 2, 292--296; translation in Soviet Math. Dokl. 42 (1991), no. 2, pp. 451--455.

20.  Yaroslavsky L.P., and Sivergina I.F., The textures, the game 'life', and the non-linear dynamical systems. Probl. Control and Infirm. Theory. 19 (1990), no. 4, 24 p.

21.  Kurzhanski A.B.,  and Sivergina I.F., On the noninvertible evolutionary systems: the guaranteed estimates and a regularization problem, Laxenburg, Intern Institute Applied System Analysis, 1989. WP-89-058. 10p.

22.  Sivergina I.F. On the evolution equations in a trajectory estimations problem for the systems with an a priori quadratic restriction on the unknown parameters. (in Russian) Avtomatica I Telemech., 1985, no. 1, pp. 84-94.

Books and Book Chapters

1.      Zachary, D.S., Farooq, B., Haurie, A., and Sivergina, I., Air quality model for optimization research: application for the Sharjah-Dubai metropolitan region. In: Transaction: Ecology and the Environment, 74 (2004). Ed. C. A. BREBBIA, Wessex Institute of Technology, United Kingdom. 

2.      Sivergina, I.F., On the input estimation problem for PDEs: the regularized solutions and the evolutionary numerical algorithms, in Recent Advances in Numerical Methods and Applications, Singapore: World Scientific, pp. 401-410, 1999.

3.      Kislyak, V.M., Maksimov, V.I., Piskunov, L.I. and Sivergina, I.F., Mathematical methods for investigation of Ecological models. Urals Branch, Russian Academy of Sciences, Ekaterinburg, Russia, 1999.

4.      Sivergina, I.F., On the guaranteed estimation problem of an initial state in a first order evolution system with uncertainties. (in Russian) in Dynamic estimation problems under conditions of uncertainty, 104-109, Akad. Nauk SSSR, Ural. Otdel., Sverdlovsk, 1989.

5.      Sivergina, I.F., The trajectory estimation problem for  the systems with a general quadratic constraint on the uncertain parameters. (in Russian) Guaranteed estimation and control problems, pp. 101-109, 135, Akad. Nauk SSSR, Ural. Nauchn. Tsentr, Sverdlovsk, 1986.

6.      Sivergina, I.F., On some extreme properties of signals in the state estimation problem for systems with the quadratic constraints on uncertain parameters. (in Russian) Guaranteed estimation and control problems, pp. 92-100, 135, Acad. Nauk SSSR, Ural. Nauchn. Tsentr, Sverdlovsk, 1986.

7.      Sivergina, I.F., The evolution equations in an identification problem for the systems with quadratic constrains. (in Russian)  Evolution systems in an estimation problem, pp. 77-84, 140, Acad.  Nauk SSSR, Ural Nauchn. Tsentr, Sverdlovsk, 1985.

Referred Proceedings Publications

1.      Kolmanovsky, I., Sivergina, I., and Sun, J., "Simultaneous input and parameter estimation with input observers and set-membership parameter bounding: Theory and an automotive application," International Journal of Adaptive Control and Signal Processing, Volume 20, Issue 5, pp. 225-246, 2006.

2.      Sivergina, I.F., and Polis M.P., “On approximate controllability of a quasi-static thermoelastic plate”, in “Control Theory and Theory of Generalized Solutions of Hamilton-Jacobi Equatons”, Proceedings of International Seminar Dedicated to the 60th Anniversary of Academician A.I.Subbotin, Ekaterinburg, Russia, June 22-25, 2005, Vol. 2, pp. 51- 58.

3.      Kolmanovsky, I.V., Sivergina, I.F., Sun, J., “Combined Input and Parameter Estimation with Input observers and Set-Membership Parameter Bounding”,  Proceedings of  the 43rd IEEE Conference on Decision and Control, December 14-17, 2004, Atlantis, Paradise Island, Bahamas.

4.      Sivergina, I. and Polis, M., Local null controllability in a state constrained thermoelastic contact problem, Proceedings of  the 21st IFIP TC 7 Conference on System Modeling and  Optimization, Sophia Antipolis, France, July 21-25, 2003.

 

5.      Sivergina, I., Polis, M., and Kolmanovsky, I., Adaptive reconstruction of multiple source intensities for distributed parabolic systems, Proceedings of  2002 American Control Conference,  Anchorage, Al, May 8-10, 2002.

6.      Kolmanovsky, I., Sivergina, I.,  and Lygoe, B., Optimization of Powertrain Operating Policy for Feasibility Assessment and Calibration: Stochastic Dynamic Programming Approach, Proceedings of  2002 American Control Conference, Anchorage, Al, May 8-10, 2002.

7.      Siverguina, I., and Polis, M., Boundary Observability of a Nonlinear Thermoelastic System, Proceedings of the 5th International Symposium on Mathematical Theory of Networks and Systems, University of Notre Dame, August 12-16, 2002.

8.      Kolmanovsky, I., Polis, M., and Siverguina, I., Control of partial differential equations arising in the study of fuel injection systems, Proceedings of IFAC Symposium on Nonlinear Control Systems  (NOLCOS 2001), St. Petersburg, Russia, 4-6 July 2001, pp.1533-1536.

9.      Kolmanovsky, I., and Siverguina, I., Adaptive identification schemes in presence of bounded disturbances: An automotive case study, Proceedings of the 40th IEEE Conference on Decision and Control, Orlando, Florida, December 4-7, 2002.

10.  Kolmanovsky, I., and Siverguina, I., Feasibility assessment and operating policy optimization of automotive powertrains with uncertainties using game theory, Proceedings of ASME International Mechanical Congress and Exposition, New York, November, 2001.

11.  Kolmanovsky, I., and Siverguina, I., Set-membership approach to experiment planning for parameter identification in static regression models, Proceedings of  2001 American Control Conference, Arlington, Virginia, June 25-27, 2001, pp. 5034-5039.

12.  Siverguina, I., Regularization of the informational states in an inverse infinite-dimensional control problem, in Proceedings of the 14th International Symposium of Mathematical Theory of Networks and Systems, Perpignan, France, June 19-23, 2000. 5 p.

13.  Sivergina, I.F. On the input identification for parabolic systems: the guaranteed estimates and the dynamic programming, in Proceedings of the 15th IMACS World Congress on Scientific Computations, Modeling and Applied Mathematics, pp. 633-638. Berlin,  Germany. 1997.

Presentations on Workshops and Seminars

1.      Sivergina, I.F., and  Polis, M.P., “On the null controllability of a quasi-static thermoelastic plate”.  International Conference “Tikhonov and Contemporary Mathematics”, Moscow State University, Moscow, June 19-25, 2006. Abstracts of session “Mathematical Modeling”, 166--167.

2.      Sivergina, I.F., Polis, M.P., Kolmanovskiy, I.V., “”Boundary Heat Flux Estimation in Quasi-Static Thermoelastic Systems” , Proceedings of 2005 American Control Conference, June 8-10, 2005, Portland, Oregon, USA.

3.      Sivergina, I.F., Polis, M.P., “About the Global Null Controllability of a Quasi-Static Thermoelastic Contact System”, Proceeding of the AIMS Conference on Dynamical Systems and Differential Equations, June 14-16, 2004, Pomona, California, USA.

4.      Sivergina, I.F., Research Review, School of Engineering and Computer Sciences, Oakland University, Rochester, MI, October 10, 2003. (http://www.oakland.edu/~jsearigh/Brochure%20October%202003.pdf)

5.      Sivergina I.F. Adaptive Identification Schemesin Presence of Bounded Disturbances, Fifth Midwest Optimization Seminar, Oakland University, Rochester, MI, October 4, 2003. (http://gauss.aca.oakland.edu/optconf/)

6.      Zachary, D.S., Haurie, A., and Sivergina, I., A Reduced Order Photo-Chemical Air Quality Model, First International ICSC Symposium on Information Technologies in Environmental Engineering ITEE 2003, Gdansk University of Technology, Poland, June 24-27, 2003.

7.      Sivergina, I.F., Controllability and observability problems for the quasi-static thermoelastic contact problem, Fourth Midwest Optimization Seminar, University of Michigan, Ann Arbor, MI, September 28, 2002.

8.      Polis, M., and Siverguina, I., On the source identification problem for parabolic equations, Abstracts of the 5th Conference on Control and its Applications, San Diego, California, July 11-14, 2001, p. 275.

9.      Kolmanovsky I., and Siverguina I. A set-membership approach: the process modeling and the optimization of observation, Abstracts of Algorithmic Analysis of Ill-Posed Problems, Russian Scientific Conference, Ekaterinburg, Russia, 26 February – 2 March, 2001, URGU.

10.  Kurzhanski, A.B., Sivergina, I.F., and Sorokina M.M. The informational state in a boundary control inverse problem for parabolic type, in Distributed systems: optimization and economic-environmental applications, Abstracts of the International Conference DSO’2000, Ekaterinburg, Russia. May 22-25, 2000.

11.  Sivergina I.F., The optimality principle and viscosity solutions of the Hamilton-Jacobi equations in an input identification problem for the infinite-dimensional systems, in Differential and Integral Equations, Abstracts of the International Conference, Cheljabinsk, Russia. June 22-29, 1999.

12.  Sivergina, I.F., Dynamic programming  and an inverse boundary control problem for the systems of parabolic type, in Abstracts of the VII Workshop on well-posedness in optimization and related topics, Gargnano, Italy. September 13-18, 1999. 5 p.

13.  Sivergina, I.F., On the regularization of the informational functions in an input  estimation for distributed parameter systems. (in Russian) in Algorithmic analysis of ill-posed problems, Abstracts of the Conference dedicated to V.K. Ivanov, Ekaterinburg, Russia, 1998.

14.  Sivergina, I.F., On the input identification problem for evolutionary systems, in Abstracts of the International conference dedicated to the 90th anniversary of L.S. Pontryagin. Optimal control and Applications, p.179. Moscow, MGU. 1998.

15.  Sivergina, I.F., On the adaptive modeling of the uncertain dynamical systems, in Math. Methods in operation research & VI Workshop on well-posedness and stability of optimization problems, Abstracts of the International conference, Sozopol, Bulgaria. 1997.

16.  Sivergina, I.F., On the computational algorithms in  an input identification problem for parabolic systems, in Finite differential methods: theory and Applications, Abstracts of the International Conference, Sofia, Bulgaria. 1997.

17.  Kurzhanski A.B., Sivergina, I. Adaptive estimation of an input for the distributed parameter systems, in Abstracts of the Sixth Viennese Workshop on Optimal Control, Dynamical Games, Nonlinear Dynamics and Adaptive Systems, Vienna, Austria.  1997.

18.  Sivergina, I.F., On evolution equations for the initial state estimation problem for the parabolic systems. (in Russian) Abstracts of the International Conference on Inverse and Ill-posed problems, Moscow, Russia.  Sept. 10-13, 1996.

19.  Kurzhanski, A.B., and Sivergina I.F., On the reversibility and observability of the heat equation. (in Russian) Abstr. of the Conference on Algorithmic and numerical analysis of ill-posed problems, Ekaterinburg, Russia. February 27-March 3, 1995. 

20.  Sivergina, I.F., Optimization of observations for the systems with unmodelled dynamics. (in Russian) Acad. Nauk SSSR, Ural. Otdel., Inst. Mat. Mekh.,  Sverdlovsk, Dep. in VINITI.  N 756-B93. 21p.

21.  Kurzhanski, A.B., and Sivergina, I.F., The inverse problems in observation theory. (in Russian) Abstracts of the International Conference on Ill—posed problems in Science, Moscow, 19-23 Aug., 1991.

22.  Kurzhanski, A.B., Sivergina, I.F., and Khapalov, A.Yu., On modeling the distributed processes for a noninvertible evolutionary system. (in Russian) Abstracts of the VII Conference on Control in Mech. Systems, Sverdlovsk , 1990.

23.  Lyubarski, L.V., Sivergina, I.F.,  and Yaroslavski, L.P., Convey's game and an evolutionary algorithmic model of the textures. (in Russian) in Abstracts of the Conference on Methods and tools for processing complete graphical information, Gorkii, Russia, part 1. 1988.