Journal: Applied Mathematics and Computer Science

Volume 23, Issue 3

491 -- 0Ibrahima N'Doye, Mohamed Darouach, Holger Voos, Michel Zasadzinski. Design of unknown input fractional-order observers for fractional-order systems
501 -- 506Tadeusz Kaczorek. Approximation of fractional positive stable continuous-time linear systems by fractional positive stable discrete-time systems
507 -- 520Przemyslaw Sliwinski, Zygmunt Hasiewicz, Pawel Wachel. A simple scheme for semi-recursive identification of Hammerstein system nonlinearity by Haar wavelets
521 -- 537Grzegorz Mzyk. Nonparametric instrumental variables for identification of block-oriented systems
539 -- 556Andreas Rauh, Saif S. Butt, Harald Aschemann. Nonlinear state observers and extended Kalman filters for battery systems
557 -- 569Boulaid Boulkroune, Issam Djemili, Abdel Aitouche, Vincent Cocquempot. Robust nonlinear observer design for actuator fault detection in diesel engines
571 -- 585Krzysztof Arminski, Tomasz Zubowicz, Mietek A. Brdys. A biochemical multi-species quality model of a drinking water distribution system for simulation and design
587 -- 598Grigory M. Sklyar, Grzegorz Szkibiel. Controlling a non-homogeneous Timoshenko beam with the aid of the torque
599 -- 611Antonio Yarza, Víctor Santibáñez, Javier Moreno-Valenzuela. An adaptive output feedback motion tracking controller for robot manipulators: Uniform global asymptotic stability and experimentation
613 -- 622Piotr Nowak, Maciej Romaniuk. A fuzzy approach to option pricing in a Levy process setting
623 -- 635Roman Zajdel. Epoch-incremental reinforcement learning algorithms
637 -- 648Corneliu Florea, Laura Florea. Parametric logarithmic type image processing for contrast based auto-focus in extreme lighting conditions
649 -- 668Jerzy Sas, Andrzej Zolnierek. Pipelined language model construction for Polish speech recognition
669 -- 684Damian Bogdanowicz, Krzysztof Giaro. On a matching distance between rooted phylogenetic trees
685 -- 695Navdeep Goel, Kulbir Singh. A modified convolution and product theorem for the linear canonical transform derived by representation transformation in quantum mechanics