Further Towards the Analytical Solution of Minimum-Energy Perfect Control Design Problem. - Wojciech P. Hunek; Tomasz Feliks (MMAR, 2018)

A geometric-based approach to the maximum-speed state and output variables for some class of IMC structures. - Wojciech P. Hunek; Tomasz Feliks (CoDIT, 2019)

Towards a new general IMC-based high-order minimum-energy perfect control design paradigm. - Tomasz Feliks; Wojciech P. Hunek; Marek Krok (CoDIT, 2020)

A new extension of inverse model control design to non-full rank state-space plants. - Wojciech P. Hunek; Tomasz Feliks (ECC, 2020)

A New Non-Full Rank Algorithm for the IMC-Derived d-Step MIMO Structures in the Pole-Free State Space. - Tomasz Feliks; Wojciech Przemyslaw Hunek (IEEE Access, 2020)

A New Geometric-Oriented Minimum-Energy Perfect Control Design in the IMC-Based State-Space Domain. - Wojciech Przemyslaw Hunek; Tomasz Feliks (IEEE Access, 2020)

Counterexamples to the Maximum Speed/Energy IMC Theory - A New Geometric Consideration Incorporates the Multivariable Perfect Control Defined in the LTI Discrete-Time State-Space Framework. - Wojciech P. Hunek; Tomasz Feliks (Cybern. Syst., 2020)

Switching Perfect Control Algorithm. - Marek Krok; Wojciech P. Hunek; Tomasz Feliks (Symmetry, 2020)

Complete analytical solution to the energy-optimal problem of multivariable perfect control systems based on the generalized H-inverse. - Tomasz Feliks; Wojciech P. Hunek; Marek Krok; Pawel Majewski (CoDIT, 2022)

A Physical Realization of the Minimum Variance Control-Like Algorithm Based on the Real-Life Servomechanism System: a Pilot Case Study. - Pawel Majewski; Marek Krok; Tomasz Feliks; Wojciech P. Hunek (MMAR, 2023)

Application of Generalized Inverses in the Minimum-Energy Perfect Control Theory. - Tomasz Feliks; Wojciech Przemyslaw Hunek; Predrag S. Stanimirovic (IEEE Trans. Syst. Man Cybern. Syst., 2023)

Robust GMVC algorithm undermining the employment of the Moore-Penrose inverse. - Pawel Majewski; Wojciech P. Hunek; Marek Krok; Tomasz Feliks; Emilia Helinska (MMAR, 2024)