Mixed symbolic-numerical computations with general DAEs II: An applications case study. - Stephen L. Campbell; Wieslaw Marszalek (Numer. Algorithms, 1998)

DAE models of electrical power systems and their bifurcations around singularities. - Wieslaw Marszalek; Zdzislaw W. Trzaska (CDC, 2004)

On Bifurcations of Power Systems at Singularities. - Wieslaw Marszalek; Zdzislaw W. Trzaska (ACC, 2007)

Mixed-Mode Oscillations in a Modified Chua's Circuit. - Wieslaw Marszalek; Zdzislaw Trzaska (Circuits Syst. Signal Process., 2010)

Singularity induced bifurcation and fold points in inviscid transonic flow. - Wieslaw Marszalek (ACC, 2012)

Circuits with Oscillatory Hierarchical Farey Sequences and Fractal Properties. - Wieslaw Marszalek (Circuits Syst. Signal Process., 2012)

Circuits with mixed mode oscillations in VHDL-AMS. - Wieslaw Marszalek; Michal Melosik (MWSCAS, 2013)

Mixed-mode and chaotic oscillating circuits: Bifurcations and newtonian properties. - Wieslaw Marszalek; Zdzislaw W. Trzaska (MWSCAS, 2013)

A DAE approach to similarity solutions of unsteady fluid flows: An application case study. - Wieslaw Marszalek (ACC, 2014)

Mixed numerical and analytical analysis of nonlinear circuits with nonsmooth inputs: A hyperbolic algebra approach. - Wieslaw Marszalek; Zdzislaw Trzaska (MWSCAS, 2014)

A hybrid chaos-based pseudo-random bit generator in VHDL-AMS. - Michal Melosik; Wieslaw Marszalek (MWSCAS, 2014)

Mixed-mode oscillations and chaotic solutions of jerk (Newtonian) equations. - Wieslaw Marszalek; Zdzislaw Trzaska (J. Comput. Appl. Math., 2014)

Least Action Principle for Mem-Elements. - Wieslaw Marszalek; Tewodros Amdeberhan (J. Circuits Syst. Comput., 2015)

Memristive fingerprints of electric arcs. - Wieslaw Marszalek (CoRR, 2016)

Memristive circuits and their Newtonian models φ "=F(t, φ, φ')/m with memory. - Wieslaw Marszalek; Zdzislaw Trzaska (CoRR, 2017)

2D Bifurcations and Chaos in Nonlinear Circuits: a Parallel Computational Approach. - Wieslaw Marszalek; Jan Sadecki (SMACD, 2018)

Computing Two-Parameter Bifurcation Diagrams for Oscillating Circuits and Systems. - Wieslaw Marszalek; Helmut Podhaisky; Jan Sadecki (IEEE Access, 2019)

Testing Deterministic Chaos: Incorrect Results of the 0-1 Test and How to Avoid Them. - Wieslaw Marszalek; Maciej Walczak; Jan Sadecki (IEEE Access, 2019)

Using the 0-1 Test for Chaos in Nonlinear Continuous Systems With Two Varying Parameters: Parallel Computations. - Maciej Walczak; Wieslaw Marszalek; Jan Sadecki (IEEE Access, 2019)

Self-Crossing Memristive Pinched Hystereses in Autonomous Implicit Models. - Wieslaw Marszalek (J. Circuits Syst. Comput., 2019)

Complex oscillations and two-parameter bifurcations of a memristive circuit with diode bridge rectifier. - Jan Sadecki; Wieslaw Marszalek (Microelectron. J., 2019)

Complex Two-Parameter Bifurcation Diagrams of a Simple Oscillating Circuit. - Wieslaw Marszalek; Jan Sadecki (IEEE Trans. Circuits Syst. II Express Briefs, 2019)

Time series identification in the oscillatory calcium models: the 0-1 test approach with two varying parameters. - Wieslaw Marszalek; Maciej Walczak; Jan Sadecki (CDC, 2020)

Two-Parameter 0-1 Test for Chaos and Sample Entropy Bifurcation Diagrams for Nonlinear Oscillating Systems. - Wieslaw Marszalek; Maciej Walczak; Jan Sadecki (IEEE Access, 2021)

Trojan Attack on the Initialization of Pseudo-Random Bit Generators Using Synchronization of Chaotic Input Sources. - Michal Melosik; Wieslaw Marszalek (IEEE Access, 2021)

Time series classification and creation of 2D bifurcation diagrams in nonlinear dynamical systems using supervised machine learning methods. - Salama Hassona; Wieslaw Marszalek; Jan Sadecki (Appl. Soft Comput., 2021)

Computational Analysis of Ca2+ Oscillatory Bio-Signals: Two-Parameter Bifurcation Diagrams. - Wieslaw Marszalek; Jan Sadecki; Maciej Walczak (Entropy, 2021)

Identification of Ca2+ oscillations with the 0-1 test for periodic and chaotic time-series: One- and two-parameter bifurcations. - Maciej Walczak; Wieslaw Marszalek; Jan Sadecki (Biosyst., 2022)

On Physically Unacceptable Numerical Solutions Yielding Strong Chaotic Signals. - Wieslaw Marszalek (Entropy, 2022)

Analysis of Self-Similar Solutions of Euler System: SIB, Desingulatization and Impasse Points. - Wieslaw Marszalek (IEEE Access, 2023)

Bifurcation Diagrams of Nonlinear Oscillatory Dynamical Systems: A Brief Review in 1D, 2D and 3D. - Wieslaw Marszalek; Maciej Walczak (Entropy, 2024)