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Dr. Andrii Mironchenko's list of publications

The titles are links to the official versions of the publications. Preprint versions can be downloaded via link "pdf". The BibTex-formatted citation can be seen via the link "BibTeX".

The whole list of BibTeX-citations can be downloaded here.

Articles

  1. Kawan, C.; Mironchenko, A. and Zamani, M. A Lyapunov-based ISS small-gain theorem for infinite networks of nonlinear systems. Accepted by IEEE Transactions on Automatic Control, online at: https://arxiv.org/abs/2103.07439, 2022. BibTeX
  2. Noroozi, N.; Mironchenko, A.; Kawan, C. and Zamani, M. Small-gain theorem for stability, cooperative control, and distributed observation of infinite networks. Accepted to European Journal of Control, 2022. pdf   BibTeX
  3. Noroozi, N.; Mironchenko, A. and Wirth, F. A relaxed small-gain theorem for infinite networks. Accepted by Automatica, preprint available at https://arxiv.org/abs/2011.10876, 2022. BibTeX
  4. Gl"uck, J. and Mironchenko, A. Stability criteria for positive linear discrete-time systems. Positivity, 25 (5): 2029-2059, 2021. BibTeX
  5. Kawan, C.; Mironchenko, A.; Swikir, A.; Noroozi, N. and Zamani, M. A Lyapunov-based small-gain theorem for infinite networks. IEEE Transactions on Automatic Control, 66 (12): 5830-5844, 2021. pdf   BibTeX
  6. Mironchenko, A.; Kawan, C. and Gl"uck, J. Nonlinear small-gain theorems for input-to-state stability of infinite interconnections. Mathematics of Control, Signals, and Systems, 33: 573-615, 2021. BibTeX
  7. Mironchenko, A.; Noroozi, N.; Kawan, C. and Zamani, M. ISS small-gain criteria for infinite networks with linear gain functions. Systems & Control Letters, "157": "105051", 2021. BibTeX
  8. Mironchenko, A.; Prieur, C. and Wirth, F. Local stabilization of an unstable parabolic equation via saturated controls. IEEE Transactions on Automatic Control, 66 (5): 2162-2176, 2021. BibTeX
  9. Mironchenko, A. Small gain theorems for general networks of heterogeneous infinite-dimensional systems. SIAM Journal on Control and Optimization, 59 (2): 1393-1419, 2021. pdf   BibTeX
  10. Mironchenko, A. Non-uniform ISS small-gain theorem for infinite networks. IMA Journal of Mathematical Control and Information, 38 (4): 1029-1045, 2021. BibTeX
  11. Jacob, B.; Mironchenko, A.; Partington, J. R and Wirth, F. Noncoercive Lyapunov functions for input-to-state stability of infinite-dimensional systems. SIAM Journal on Control and Optimization, 58 (5): 2952-2978, 2020. pdf   BibTeX
  12. Mironchenko, A. and Prieur, C. Input-to-state stability of infinite-dimensional systems: Recent results and open questions. SIAM Review, 62 (3): 529-614, 2020. pdf   BibTeX
  13. Dashkovskiy, S.; Mironchenko, A.; Schmid, J. and Wirth, F. Stability of infinitely many interconnected systems. IFAC-PapersOnLine, 52 (16): 550-555, 2019. pdf   BibTeX
  14. Mironchenko, A.; Karafyllis, I. and Krstic, M. Monotonicity methods for input-to-state stability of nonlinear parabolic PDEs with boundary disturbances. SIAM Journal on Control and Optimization, 57 (1): 510-532, 2019. pdf   BibTeX
  15. Mironchenko, A. and Wirth, F. Non-coercive Lyapunov functions for infinite-dimensional systems. Journal of Differential Equations, 105: 7038-7072, 2019. pdf   BibTeX
  16. Mironchenko, A. and Wirth, F. Existence of non-coercive Lyapunov functions is equivalent to integral uniform global asymptotic stability. Mathematics of Control, Signals, and Systems, 31 (4): 1-26, 2019. pdf   BibTeX
  17. Mironchenko, A. Criteria for input-to-state practical stability. IEEE Transactions on Automatic Control, 64 (1): 298-304, 2019. pdf   BibTeX
  18. Mironchenko, A.; Yang, G. and Liberzon, D. Lyapunov small-gain theorems for networks of not necessarily ISS hybrid systems. Automatica, 88: 10-20, 2018. pdf   BibTeX
  19. Mironchenko, A. and Wirth, F. Lyapunov characterization of input-to-state stability for semilinear control systems over Banach spaces. Systems & Control Letters, 119: 64-70, 2018. pdf   BibTeX
  20. Mironchenko, A. and Wirth, F. Characterizations of input-to-state stability for infinite-dimensional systems. IEEE Transactions on Automatic Control, 63 (6): 1602-1617, 2018. pdf   BibTeX
  21. Mironchenko, A. Uniform weak attractivity and criteria for practical global asymptotic stability. Systems & Control Letters, 105: 92-99, 2017. pdf   BibTeX
  22. Mironchenko, A. and Ito, H. Characterizations of integral input-to-state stability for bilinear systems in infinite dimensions. Mathematical Control and Related Fields, 6 (3): 447-466, 2016. pdf   BibTeX
  23. Mironchenko, A. Local input-to-state stability: Characterizations and counterexamples. Systems & Control Letters, 87: 23-28, 2016. pdf   BibTeX
  24. Mironchenko, A.; Wirth, F. and Wulff, K. Stabilization of switched linear differential algebraic equations and periodic switching. IEEE Transactions on Automatic Control, 60 (8): 2102-2113, 2015. pdf   BibTeX
  25. Mironchenko, A. and Ito, H. Construction of Lyapunov Functions for Interconnected Parabolic Systems: An iISS Approach. SIAM Journal on Control and Optimization, 53 (6): 3364-3382, 2015. pdf   BibTeX
  26. Mironchenko, A. and Kozlowski, J. Optimal allocation patterns and optimal seed mass of a perennial plant. Journal of Theoretical Biology, 354: 12-24, 2014. pdf   BibTeX
  27. Dashkovskiy, S. and Mironchenko, A. Input-to-state stability of infinite-dimensional control systems. Mathematics of Control, Signals, and Systems, 25 (1): 1-35, 2013. pdf   BibTeX
  28. Dashkovskiy, S. and Mironchenko, A. Input-to-state stability of nonlinear impulsive systems. SIAM Journal on Control and Optimization, 51 (3): 1962-1987, 2013. pdf   BibTeX
  29. Dashkovskiy, S.; Kosmykov, M.; Mironchenko, A. and Naujok, L. Stability of interconnected impulsive systems with and without time delays, using Lyapunov methods. Nonlinear Analysis: Hybrid Systems, 6 (3): 899-915, 2012. pdf   BibTeX
  30. Dashkovskiy, S.; Görges, M.; Kosmykov, M.; Mironchenko, A. and Naujok, L. Modeling and stability analysis of autonomously controlled production networks. Logistics Research, 3 (2): 145-157, 2011. pdf   BibTeX
  31. Dashkovskiy, S.; Kreowski, H. J.; Kuske, S.; Mironchenko, A.; Naujok, L. and Von Totth, C. Production networks as communities of autonomous units and their stability. International Electronic Journal of Pure and Applied Mathematics (IEJPAM), 2 (1): 17-42, 2010. BibTeX

Books

  1. Mironchenko, A. Imperativnoe i objectno-orientirovannoe programmirovanie na Turbo-Pascal i Delphi (in Russian). VMV, Odessa, 2007. pdf   BibTeX

Collections

  1. Dashkovskiy, S.; Mironchenko, A. and Naujok, L. Autonomous and central control of production networks. Autonomous Cooperation and Control in Logistics, pages 27-43, Springer Berlin Heidelberg, 2011. BibTeX

In Proceedings

  1. Kawan, C.; Mironchenko, A. and Zamani, M. Construction of ISS Lyapunov functions for infinite networks of ISS systems. Proc. of 60th IEEE Conference on Decision and Control, pages 4811-4816, 2021. pdf   BibTeX
  2. Mironchenko, A.; Noroozi, N.; Kawan, C. and Zamani, M. A small-gain approach to ISS of infinite networks with homogeneous gain operators. Proc. of 60th IEEE Conference on Decision and Control, pages 4817-4822, 2021. pdf   BibTeX
  3. Noroozi, N.; Mironchenko, A.; Kawan, C. and Zamani, M. Set stability of infinite networks: ISS small-gain theory and its applications. IFAC-PapersOnLine, pages 72-77, 2021. pdf   BibTeX
  4. Kawan, C.; Mironchenko, A.; Swikir, A.; Noroozi, N. and Zamani, M. A spectral small-gain condition for input-to-state stability of infinite networks. IFAC-PapersOnLine, pages 5303-5308, 2020. pdf   BibTeX
  5. Mironchenko, A. Lyapunov functions for input-to-state stability of infinite-dimensional systems with integrable inputs. IFAC-PapersOnLine, pages 5336-5341, 2020. pdf   BibTeX
  6. Noroozi, N.; Mironchenko, A. and Wirth, F. R A relaxed small-gain theorem for discrete-time infinite networks. Proc. of 59th IEEE Conference on Decision and Control, pages 3102-3107, 2020. BibTeX
  7. Dashkovskiy, S.; Mironchenko, A.; Schmid, J. and Wirth, F. Stability of infinitely many interconnected systems. Proc. of 11th IFAC Symposium on Nonlinear Control Systems, pages 937-942, 2019. pdf   BibTeX
  8. Mironchenko, A.; Prieur, C. and Wirth, F. Design of saturated controls for an unstable parabolic PDE. Proc. of 11th IFAC Symposium on Nonlinear Control Systems, pages 937-942, 2019. pdf   BibTeX
  9. Mironchenko, A. Small gain theorems for networks of heterogeneous systems. Proc. of 11th IFAC Symposium on Nonlinear Control Systems, pages 925-930, 2019. pdf   BibTeX
  10. Mironchenko, A. Small-gain theorems for stability of infinite networks. Proc. of 58th IEEE Conference on Decision and Control, pages 5617-5622, 2019. pdf   BibTeX
  11. Jacob, B.; Mironchenko, A.; Partington, J. R. and Wirth, F. Remarks on input-to-state stability and non-coercive Lyapunov functions. Proc. of 57th IEEE Conference on Decision and Control, pages 4803-4808, 2018. pdf   BibTeX
  12. Mironchenko, A.; Karafyllis, I. and Krstic, M. Input-to-state stability of nonlinear parabolic PDEs with Dirichlet boundary disturbances. Proc. of 23rd International Symposium on Mathematical Theory of Networks and Systems, pages 38-44, 2018. pdf   BibTeX
  13. Mironchenko, A. and Wirth, F. Integral uniform global asymptotic stability and non-coercive Lyapunov functions. Proc. of 23rd International Symposium on Mathematical Theory of Networks and Systems, pages 734-741, 2018. pdf   BibTeX
  14. Mironchenko, A. and Wirth, F. A non-coercive Lyapunov framework for stability of distributed parameter systems. Proc. of 56th IEEE Conference on Decision and Control, pages 1900-1905, 2017. pdf   BibTeX
  15. Mironchenko, A. and Wirth, F. Input-to-state stability of time-delay systems: Criteria and open problems. Proc. of 56th IEEE Conference on Decision and Control, pages 3719-3724, 2017. pdf   BibTeX
  16. Mironchenko, A. and Wirth, F. Restatements of input-to-state stability in infinite dimensions: what goes wrong?. Proc. of 22nd International Symposium on Mathematical Theory of Networks and Systems, pages 667-674, 2016. pdf   BibTeX
  17. Mironchenko, A. and Wirth, F. Global converse Lyapunov theorems for infinite-dimensional systems. Proc. of 10th IFAC Symposium on Nonlinear Control Systems, pages 909-914, 2016. pdf   BibTeX
  18. Yang, G.; Liberzon, D. and Mironchenko, A. Analysis of different Lyapunov function constructions for interconnected hybrid systems. Proc. of 55th IEEE Conference on Decision and Control, pages 465-470, 2016. BibTeX
  19. Mironchenko, A. and Ito, H. Construction of iISS Lyapunov functions for interconnected parabolic systems. Proc. of 2015 European Control Conference, pages 37-42, 2015. pdf   BibTeX
  20. Mironchenko, A. and Wirth, F. A note on input-to-state stability of linear and bilinear infinite-dimensional systems. Proc. of 54th IEEE Conference on Decision and Control, pages 495-500, 2015. pdf   BibTeX
  21. Dashkovskiy, S. and Mironchenko, A. Stability of nonlinear infinite dimensional impulsive systems and their interconnections. Proc. of 53th IEEE Conference on Decision and Control, pages 2071-2076, 2014. pdf   BibTeX
  22. Dashkovskiy, S. and Mironchenko, A. Lyapunov methodology for stability analysis of impulsive systems. Proceedings CD of SICE Multi Symposium on Control Systems 2014, 2014. BibTeX
  23. Mironchenko, A.; Yang, G. and Liberzon, D. Lyapunov small-gain theorems for not necessarily ISS hybrid systems. Proc. of 21st International Symposium on Mathematical Theory of Networks and Systems, pages 1001-1008, 2014. pdf   BibTeX
  24. Mironchenko, A. and Ito, H. Integral input-to-state stability of bilinear infinite-dimensional systems. Proc. of 53th IEEE Conference on Decision and Control, pages 3155-3160, 2014. pdf   BibTeX
  25. Mironchenko, A.; Wirth, F. and Wulff, K. Stabilization of switched linear differential-algebraic equations via time-dependent switching signals. Proc. of 52th IEEE Conference on Decision and Control, pages 5975-5980, IEEE, 2013. pdf   BibTeX
  26. Mironchenko, A. and Kozlowski, J. Optimal allocation strategies of perennial plants. Proc. of 52th IEEE Conference on Decision and Control, pages 3361-3366, IEEE, 2013. pdf   BibTeX
  27. Dashkovskiy, S. and Mironchenko, A. Dwell-time conditions for robust stability of impulsive systems. Proc. of 20th International Symposium on Mathematical Theory of Networks and Systems, 2012. pdf   BibTeX
  28. Dashkovskiy, S. and Mironchenko, A. Constructions of ISS-Lyapunov functions for interconnected impulsive systems. Proc. of 51st IEEE Conference on Decision and Control, pages 6831-6836, IEEE, 2012. pdf   BibTeX
  29. Dashkovskiy, S. and Mironchenko, A. Local ISS of reaction-diffusion systems. Proc. of 18th IFAC World Congress, pages 11018-11023, 2011. pdf   BibTeX
  30. Dashkovskiy, S.; Karimi, H. R.; Kosmykov, M.; Mironchenko, A. and Naujok, L. Application of the LISS Lyapunov-Krasovskii small-gain theorem to autonomously controlled production networks with time-delays. Proc. of 10th Conference on Control and Fault-Tolerant Systems, pages 765-770, Citeseer, 2010. BibTeX
  31. Dashkovskiy, S.; Kreowski, H. J.; Kuske, S.; Mironchenko, A.; Naujok, L. and Von Totth, C. Production networks as communities of autonomous units and their stability. Proc. of 3rd International Workshop on Graph Computation Models, pages 17-32, 2010. BibTeX
  32. Dashkovskiy, S. and Mironchenko, A. On the uniform input-to-state stability of reaction-diffusion systems. Proc. of 49th IEEE Conference on Decision and Control, pages 6547-6552, IEEE, 2010. BibTeX

Master's Theses

  1. Mironchenko, A. Mathematical modeling of agrocoenosis (in Russian). Master's Thesis, Department of Applied Mathematics, Mechnikov Odessa National University, 2008. BibTeX

PhD Theses

  1. Mironchenko, A. Input-to-state stability of infinite-dimensional control systems. Ph.D. Thesis, Department of Mathematics and Computer Science, University of Bremen, 2012. pdf   BibTeX