| 2015 | Gustavo Revel, Diego M. Alonso, Jorge L. Moiola A degenerate 2:3 resonant Hopf-Hopf bifurcation as organizing center of the dynamics: Numerical semiglobal results. In: SIAM Journal of Applied Dynamical Systems, 2015, 1130-1164 |
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| 2014 | Franco S. Gentile, Jorge L. Moiola, Eduardo E. Paolini: Nonlinear dynamics of internet congestion control:
A frequency-domain approach. In: Communications in Nonlinear Science and Numerical Simulation, 2014, 1113-1127 |
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| 2004 | Federico I. Robbio, Diego M. Alonso, Jorge Luis Moiola: On Semi-Analytical Procedure For Detecting Limit Cycle Bifurcations. In: Int. J. of Bifurcation and Chaos, 2004, 951-970 |
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| 2004 | M.B. D´Amico, J. L. Moiola, E. E. Paolini: Study of degenerate bifurcations in maps: A feedack systems approach. In: Intnl. Journal of Bifurcation and Chaos, 2004, 1625-1641 |
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| 2003 | Jorge Luis MoiolaG. OL. Calandrini, E. E. Paolini, Groebner bases for desingning dynamical systems. In: Latin American Applied Research, 2003, 427-434 |
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| 2003 | M. B. D'Amico, E. E. Paolini, Jorge Luis Moiola: Stability analysis of degenerate Hopf bifurcations for discrete-time systems.. In: Latin American Applied Research, , 2003, 413-418 |
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| 2002 | Jorge Luis Moiola, Griselda R. Itovich: Characterization of Dynamic Bifurcations in the Frequency Domain. In: Int. J. of Bifurcation and Chaos, 2002, 87-101 |
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| 2002 | Jorge Luis Moiola, Diego M. Alonso, Eduardo E. Paolini: Controlling an Inverted Pendulum with Bounded Controls. In: Fritz Colonius, Lars Grüne, Dynamicx, Bifurcations, and Control. Springer Verlag, 2002. 3-16 |
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| 2002 | Jorge Luis Moiola, Maria Belen D'Amico, Eduardo E. Paolini: Hopf Bifurcation for Maps: A Frequency-Domain Approach. In: Fundamental Theory and Applications, 2002, 281-288 |
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| 2001 | Jorge Luis Moiola, Daniel W. Berns, Guanrong Chen: Detecting period-doubling bifurcation: an approximate monodromy matrix approach. In: Automatica, 2001, 1787-1795 |
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