Controllability of the 2-D roesser model. - Jerzy E. Kurek (Multidimens. Syst. Signal Process., 1990)

Iterative learning control synthesis based on 2-D system theory. - Jerzy E. Kurek; Marek B. Zaremba (IEEE Trans. Autom. Control., 1993)

Stability of nonlinear parameter-varying digital 2-D systems. - Jerzy E. Kurek (IEEE Trans. Autom. Control., 1995)

New results on the separation of matrix eigenvalues and the clustering of matrix elements. - Jerzy E. Kurek (IEEE Trans. Autom. Control., 1997)

Feed Forward and Recurrent Neural Networks for Phoneme Classification. - Henryk R. Halas; Jerzy E. Kurek (NC, 1998)

Neural Net Model of Robot Manipulator. - Jerzy E. Kurek (NC, 1998)

Calculation of robot manipulator model using neural net. - Jerzy E. Kurek (ECC, 1999)

Application of Joint Error Mutual Compensation for Robot End-effector Pose Accuracy Improvement. - Yauheni Veryha; Jerzy E. Kurek (J. Intell. Robotic Syst., 2003)

Calculation of Model of the Robot by Neural Network with Robot Joint Distinction. - Jakub Mozaryn; Jerzy E. Kurek (ICAISC, 2004)

Comparison of Neural Network Robot Models with Not Inverted and Inverted Inertia Matrix. - Jakub Mozaryn; Jerzy E. Kurek (ICANN (2), 2005)

Calculation of robot parameters based on neural nets. - Ali A. Lesewed; Jerzy E. Kurek (RoMoCo, 2005)

Design of a Neural Network for an Identification of a Robot Model with a Positive Definite Inertia Matrix. - Jakub Mozaryn; Jerzy E. Kurek (ICAISC (2), 2010)

Sliding Mode Control of Robot Based on Neural Network Model with Positive Definite Inertia Matrix. - Jakub Mozaryn; Jerzy E. Kurek (ICANN (2), 2010)

Stability of 3-D system described by the nonlinear Fornasini-Marchesini model. - Jerzy E. Kurek (MMAR, 2012)

Identification of inertial model for astatic system. - Jerzy E. Kurek (MMAR, 2013)

Identification of inertial model for oscillating system. - Jerzy E. Kurek (MMAR, 2014)

Stability of nonlinear time-varying digital 2-D Fornasini-Marchesini system. - Jerzy E. Kurek (Multidimens. Syst. Signal Process., 2014)

Model Reference Control for 2-D System. - Jerzy E. Kurek (MMAR, 2018)