2022

2021

9. Transport Barriers in Symplectic Maps. Brazilian Journal of Physics, 51, 899-909, 2021.

13. Reintroduction of the archaic variant of NOVA1 in cortical organoids alters neurodevelopment, 371, Science, 2021.

14. Modeling and characterizing stochastic neurons based on in vitro voltage-dependent spike probability functions,The European Physical Journal Special Topics, 2021.

16. On the dynamical behaviour of a glucose-insulin model. Chaos, Solitons and Fractals, 2021.

17. Onset of internal transport barriers in tokamaks. Physics of Plasmas, 28, p. 082305, 2021.

20. Coexistence of turbulence regimes in the Texas Helimak. Physics of Plasmas, 28, p. 032301, 2021.

21. Strong chaotification and robust chaos in the Duffing oscillator induced by two-frequency excitation. Nonlinear Dynamics, 103, p. 1955-1967, 2021.

2020

1. Self-sustained activity of low firing rate in balanced networks. Physica A, 122671, 2020.

2. Network properties of healthy and Alzheimer brains, Physica A, 124475, 2020.

3. Noise induces continuous and noncontinuous transitions in neuronal interspike intervals range, PRAMANA, 2020.

4. Effects of drug resistance in the tumour-immune system with chemotherapy treatment, PRAMANA, 2020.

7. Influence of inhibitory synapses on the criticality of excitable neuronal networks, PRAMANA, 2020.

9. Ratchet current in nontwist Hamiltonian systems. Chaos, 30, p. 093141, 2020.

10. Chimera states in networks under external periodic perturbations. PRAMANA-JOURNAL OF PHYSICS, 2020.

2019

8. Using rotation number to detect sticky orbits in Hamiltonian systems, Chaos, 29, 043125, 2019.

11. Dragon-kings death in nonlinear wave interactions. Physica A, 122296, 2019.

12. Bistable firing patterns: one way to understand how epileptic seizures are triggered. P13, BMC Neurosci., 20, 56, 2019.

14. Anisotropic MHD equilibria in symmetric systems. Physics of Plasmas, 26, p. 042502, 2019.

15. Quantifying coherence of chimera states in coupled chaotic systems. Physica A, 526, p. 120869, 2019.

2018

6. Symplectic Maps for Diverted Plasmas. IEEE Transactions on Plasma Science, PP, 1-8, 2018.

7. How synapses can enhance sensibility of a neural network. Physica A, 492, 1045-1052, 2018.

10. Riddling: chimera’s dilemma, Chaos, 28, 081105, 2018.

12. Recurrence quantification analysis for the identification of burst phase synchronisation, Chaos, 28, 085701, 2018.

18. Efficient manifolds tracing for planar maps. Chaos, 28, p. 093106, 2018.

2017

3. Characterization in bi-parameter space of a non-ideal oscillator. Physica A, 466, 224-231, 2017.

7. The dose-dense principle in chemotherapy. Journal of Theoretical Biology, 430, 169-176, 2017.

13. Fractal boundaries in chaotic hamiltonian systems. Journal of Physics, 911, p. 012002, 2017.

14. Recurrence analysis of ant activity patterns. PLoS One, 12, p. e0185968, 2017.

2016

2. Transient chaotic transport in dissipative drift motion. Physics Letters A, 380, 1621-1626, 2016.

5. Suppression of phase synchronisation in network based on cat's brain. Chaos, 26, 043107, 2016.

2015

2. Recurrence quantification analysis of chimera states. Physics Letters. A, 379, 2188-2192, 2015.

2014

1. Dynamical Effects in Confined Plasma Turbulence. Brazilian Journal of Physics, v. x, x, 2014.

5. Modelo de interação tumor-sistema imunológico. Revista SODEBRAS, 9, 25-30, 2014.

7. Sincronização e memórias em osciladores Colpitts acoplados. Revista SODEBRAS, 9, 52-59, 2014.

2013

4. Secure information transfer based on computing reservoir. Physics Letters. A, 377, p. 760-765, 2013.

2012

3. Anomalous transport induced by nonhyperbolicity. Physical Review E, 86, 016216, 2012.

4. Transport barriers in plasmas. Journal of Physics Conference Series, 370, 012001, 2012.

5. Effective transport barriers in nontwist systems. Physical Review E, 86, 036206, 2012.

2011

7. Modelo com quimioterapia para o crescimento do câncer. DINCON - Conferência Brasileira de Dinâmica, Controle e Aplicações, 1, 759-762, 2011.

2010

2. Controlling chaotic bursting in map-based neuron network models. Series on Stability, Vibration and Control of Systems, Series B, 16, 291-314, 2010.

2008

4. Bursting synchronization in non-locally coupled maps. Physica A, 387, 4417-4428, 2008.

7. Suppressing grazing chaos in impacting system by structural nonlinearity. Chaos, Solitons and Fractals, 38, 864-869, 2008.

2007

1. Onset of spatiotemporal chaos in a nonlinear system. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics, 75, 067202, 2007.

3. Direction coherence in scale-free lattices of chaotic maps. Physica A, 383, p. 725-732, 2007.

6. Transiente de memórias em rede com acoplamento local e não local. Publicatio UEPG. Ciências Exatas e da Terra, Ciências Agrárias e Engenharias, 13, 7-14, 2007.

2006

1. Self-organized memories in coupled map lattices. Physica A, 368, 387-398, 2006.

4. Synchronization threshold in coupled logistic map lattices. Physica D, 223, 270-275, 2006.

2005

3. Simulating a chaotic process. Brazilian Journal of Physics, 35, 139-147, 2005.

6. Some aspects of the synchronization in coupled maps. Physical Review E, 72, 037206, 2005.

2004

1. Chaos synchronization in long-range coupled map lattices. Physics Letters A, 326, 227-233, 2004.

2003

1. Mode locking in small-world networks of coupled circle maps. Physica A, 322, p. 118-128, 2003.

2002

4. Analysis of regular and irregular dynamics of a non ideal gear rattling problem. J. Brazilian Society of Mechanical Sciences and Engineering, 24, 111-114, 2002.

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