Differential universes in external dynamic linearization. - Zbigniew Bartosiewicz; Ewa Pawluszewicz (ECC, 2003)

Realizations of Nonlinear Control Systems on Time Scales. - Zbigniew Bartosiewicz; Ewa Pawluszewicz (IEEE Trans. Autom. Control., 2008)

Differential rings associated with control systems on regular time scales. - Zbigniew Bartosiewicz; Ülle Kotta; Ewa Pawluszewicz; Malgorzata Wyrwas (ECC, 2009)

Hermite's equations on time scales. - Dorota Mozyrska; Ewa Pawluszewicz (Appl. Math. Lett., 2009)

Irreducibility, reduction and transfer equivalence of nonlinear input-output equations on homogeneous time scales. - Ülle Kotta; Zbigniew Bartosiewicz; Ewa Pawluszewicz; Malgorzata Wyrwas (Syst. Control. Lett., 2009)

Backward linear control systems on time scales. - Ewa Pawluszewicz; Delfim F. M. Torres (Int. J. Control, 2010)

External dynamical equivalence of time-varying nonlinear control systems on time scales. - Zbigniew Bartosiewicz; Ewa Pawluszewicz (Int. J. Control, 2011)

Control systems on regular time scales and their differential rings. - Zbigniew Bartosiewicz; Ülle Kotta; Ewa Pawluszewicz; Malgorzata Wyrwas (Math. Control. Signals Syst., 2011)

Linear Input-Output Equivalence and Row Reducedness of Discrete-Time Nonlinear Systems. - Ülle Kotta; Zbigniew Bartosiewicz; Sven Nomm; Ewa Pawluszewicz (IEEE Trans. Autom. Control., 2011)

Dual algebraic framework for discrete-time nonlinear control systems. - Zbigniew Bartosiewicz; Ülle Kotta; Claude H. Moog; Tanel Mullari; Ewa Pawluszewicz (CDC, 2012)

Fractional discrete-time linear control systems with initialisation. - Dorota Mozyrska; Ewa Pawluszewicz (Int. J. Control, 2012)

Observability of nonlinear control systems on time scales. - Ewa Pawluszewicz (Int. J. Syst. Sci., 2012)

Two types of controllability of h-difference linear systems with two fractional orders. - Ewa Pawluszewicz; Dorota Mozyrska (MMAR, 2013)

Constrained Controllability of h-Difference Linear Systems with Two Fractional Orders. - Ewa Pawluszewicz; Dorota Mozyrska (RRNR, 2013)

Stability of Fractional Difference Systems with Two Orders. - Malgorzata Wyrwas; Ewa Girejko; Dorota Mozyrska; Ewa Pawluszewicz (RRNR, 2013)

Local controllability of multi-term semi-linear control systems with the Caputo-type fractional difference operator. - Ewa Pawluszewicz; Dorota Mozyrska (MMAR, 2014)

Transforming a set of nonlinear input-ouput equations into Popov form. - Zbigniew Bartosiewicz; Ülle Kotta; Ewa Pawluszewicz; Maris Tonso; Malgorzata Wyrwas (CDC, 2015)

A classification of linear controllable systems on time scale. - Monika Ciulkin; Ewa Pawluszewicz (ECC, 2015)

Determination of interactions between two-wheeled self-balancing vehicle and its rider. - Maciej Ciezkowski; Ewa Pawluszewicz (MMAR, 2015)

Input-output linearization by dynamic output feedback on homogeneous time scales. - Monika Ciulkin; Ewa Pawluszewicz; Vadim Kaparin; Ülle Kotta (MMAR, 2015)

Stabilization of linear multi-parameter fractional difference control systems. - Dorota Mozyrska; Malgorzata Wyrwas; Ewa Pawluszewicz (MMAR, 2015)

Nonlinear position-flux zero-bias control for AMB system. - Arkadiusz Mystkowski; Ewa Pawluszewicz; Rafal P. Jastrzebski (MMAR, 2015)

The Z-Transform Method for Sequential Fractional Difference Operators. - Ewa Girejko; Ewa Pawluszewicz; Malgorzata Wyrwas (RRNR, 2015)

Robust nonlinear position-flux zero-bias control for uncertain AMB system. - Arkadiusz Mystkowski; Ewa Pawluszewicz; Egidijus Dragasius (Int. J. Control, 2015)

Controllability of h-difference linear control systems with two fractional orders. - Dorota Mozyrska; Ewa Pawluszewicz (Int. J. Syst. Sci., 2015)

Stability of nonlinear h-difference systems with n fractional orders. - Malgorzata Wyrwas; Ewa Pawluszewicz; Ewa Girejko (Kybernetika, 2015)

Linearization by generalized input-output injections on homogeneous time scales. - Monika Ciulkin; Ewa Pawluszewicz; Vadim Kaparin; Ülle Kotta (MMAR, 2016)

Feedback linearization of extended relative degree model of nonlinear active magnetic bearing system. - Arkadiusz Mystkowski; Ewa Pawluszewicz (MMAR, 2016)

Perfect observers for fractional discrete-time linear systems. - Ewa Pawluszewicz (Kybernetika, 2016)

Remarks on descriptor fractional-order systems with l-memory and its stability in Lyapunov sense. - Ewa Pawluszewicz (KKA, 2017)

Exponential stability of systems under periodic sampling of the second order. - Justyna Janczak; Ewa Pawluszewicz (MMAR, 2017)

Robust fractional order controller for a linear active magnetic bearing system. - Tomasz Nartowicz; Ewa Pawluszewicz; Arkadiusz Mystkowski (MMAR, 2017)

Feedback linearization of an active magnetic bearing system operated with a zero-bias flux. - Arkadiusz Mystkowski; Vadim Kaparin; Ülle Kotta; Ewa Pawluszewicz; Maris Tõnso (Int. J. Appl. Math. Comput. Sci., 2017)

Local observability and controllability of nonlinear discrete-time fractional order systems based on their linearisation. - Dorota Mozyrska; Ewa Pawluszewicz; Malgorzata Wyrwas (Int. J. Syst. Sci., 2017)

Forward and Backward Shifts of Vector Fields: Towards the Dual Algebraic Framework. - Tanel Mullari; Ülle Kotta; Zbigniew Bartosiewicz; Ewa Pawluszewicz; Claude H. Moog (IEEE Trans. Autom. Control., 2017)

Performance Assessment of the Tilt Fractional Order Integral Derivative Regulator for Control Flow Rate in Festo MPS® PA Compact Workstation. - Andrzej Koszewnik; Michal Ostaszewski; Ewa Pawluszewicz; Piotr Radgowski (MMAR, 2018)

Aspects of the Finite Step Observability of Fractional Order Discrete-Time Polynomial Systems. - Ewa Pawluszewicz (RRNR, 2018)

Motor Failure Tolerant Control System With Self Diagnostics for Unmanned Multirotors. - Leszek Ambroziak; Ashutosh Simha; Ewa Pawluszewicz; Ülle Kotta; Arkadiusz Bozko; Miroslaw Kondratiuk (MMAR, 2019)

Markov parameters of the input-output map for discrete-time order systems with Grunvald-Letnikov h-differece operator. - Ewa Pawluszewicz; Andrzej Koszewnik (MMAR, 2019)

On Stabilization of Linear Descriptor Control Systems with Multi-order Fractional Difference of the Caputo-Type. - Ewa Pawluszewicz (KKA, 2020)

Stability of Singularly Perturbed Systems with Delay on Homogeneous Time Scales. - Ewa Pawluszewicz; Olga Tsekhan (KKA, 2020)

Weak reachability and controllability of discrete-time nonlinear systems: generic approach and singular points. - Tanel Mullari; Ülle Kotta; Zbigniew Bartosiewicz; Mohammad Amin Sarafrazi; Claude H. Moog; Ewa Pawluszewicz (Int. J. Control, 2020)

Genetic Algorithm for Parameters Tuning of Two Stage Switching Controller for UAV Autonomous Formation Flight. - Arkadiusz Bozko; Leszek Ambroziak; Ewa Pawluszewicz (AUTOMATION, 2021)

Controllability of Singularly Perturbed Linear Time-Invariant Systems on Time Scales. - Olga Tsekhan; Ewa Pawluszewicz (MMAR, 2021)

On the finiteness of accessibility test for nonlinear discrete-time systems. - Mohammad Amin Sarafrazi; Ewa Pawluszewicz; Zbigniew Bartosiewicz; Ülle Kotta (Int. J. Control, 2021)

Accessibility and System Reduction of Nonlinear Time-Delay Control Systems. - Zbigniew Bartosiewicz; Arvo Kaldmäe; Yu Kawano; Ülle Kotta; Ewa Pawluszewicz; Ashutosh Simha; Malgorzata Wyrwas (IEEE Trans. Autom. Control., 2021)

Observability of Singularly Perturbed Linear Time-Varying Systems on Time Scales. - Olga Tsekhan; Ewa Pawluszewicz (MMAR, 2022)

Stability and stabilisability of the singularly perturbed system with delay on time scales: a decomposition approach. - Ewa Pawluszewicz; Olga Tsekhan (Int. J. Control, 2022)

A note on transfer-type function for nonlinear fractional order difference system. - Ewa Pawluszewicz (MMAR, 2023)

The polynomial approach to accessibility of nonlinear fractional order difference system. - Ewa Pawluszewicz (MMAR, 2024)

Kinematic Analysis and Application to Control Logic Development for RHex Robot Locomotion. - Piotr Burzynski; Ewa Pawluszewicz; Leszek Ambroziak; Suryansh Sharma (Sensors, 2024)