Short Bio
Roman Senkerik received his Ph.D. degree in Technical Cybernetics from the Tomas Bata University in Zlin, Czech Republic in 2008. He is currently a full professor at the Tomas Bata University in Zlin, Faculty of Applied Informatics. His research interests include interdisciplinary applications of evolutionary computation, modification and development of evolutionary and swarm based algorithms, computational intelligence, optimization, cyber-security, theory of chaos, emergence and complexity.
Selected publications
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Zelinka, I., Lampinen, J., Senkerik, R., & Pluhacek, M. (2015). Ivestigatio o evolutioary algorithms powered by oradom processes. Soft Computing, 1-11.
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Senkerik, R., Kominkova Oplatkova, Z., Zelinka, I., Chramcov, B., Davendra, D. D., & Pluhacek, M. (2014). Utilization of analytic programming for the evolutionary synthesis of the robust multi-chaotic controller for selected sets of discrete chaotic systems. Soft Computing, 18(4), 651-668.
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Kominkova Oplatkova, Z.., Senkerik, R., Zelinka, I., & Pluhacek, M. (2013). Analytic programming in the task of evolutionary synthesis of a controller for high order oscillations stabilization of discrete chaotic systems. Computers & Mathematics with Applications, 66(2), 177-189.
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Senkerik, R., Oplatkova, Z., Zelinka, I., & Davendra, D. (2013). Synthesis of feedback controller for three selected chaotic systems by means of evolutionary techniques: Analytic programming. Mathematical and Computer Modelling, 57(1-2), 57-67.
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Zelinka, I., Chadli, M., Davendra, D., Senkerik, R., & Jasek, R. (2013). An investigation on evolutionary reconstruction of continuous chaotic systems. Mathematical and Computer Modelling, 57(1-2), 2-15.
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Senkerik, R., Davendra, D., Zelinka, I., Oplatková, Z., & Jasek, R. (2012). Performance comparison of differential evolution and SOMA on chaos control optimization problems. International journal of bifurcation and chaos, 22(08), 1230025.
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Senkerik, R., Zelinka, I., Davendra, D., & Oplatkova, Z. (2010). Utilization of SOMA and differential evolution for robust stabilization of chaotic Logistic equation. Computers & Mathematics with Applications, 60(4), 1026-1037.
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Zelinka, I., Senkerik, R., & Navratil, E. (2009). Investigation on evolutionary optimization of chaos control. Chaos, Solitons & Fractals, 40(1), 111-129.
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