Jocirei D. Ferreira
Universidade Federal de Mato Grosso
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Featured researches published by Jocirei D. Ferreira.
Computational & Applied Mathematics | 2011
Paulo C.C. Tabares; Jocirei D. Ferreira; V. Sree Hari Rao
In this paper we study the influence of weak Allee effect in a predator-prey system model. This effect is included in the prey equation and we determine conditions for the occurrence of Hopf bifurcation. The stability properties of the system and the biological issues of the memory and Allee models on the coexistence of the two species are studied. Finally we present some simulations which allow one to verify the analytical conclusions obtained. Mathematical subject classification: Primary: 34C25; Secondary: 92B05.
Siam Journal on Applied Dynamical Systems | 2018
Pietro-Luciano Buono; Bernard S. Chan; Jocirei D. Ferreira; Antonio Palacios; Steven Reeves; Patrick Longhini; Visarath In
Symmetry is used to investigate the existence and stability of collective patterns of oscillations in rings of coupled crystal oscillators. We assume
International Conference on Applications in Nonlinear Dynamics | 2016
Pietro-Luciano Buono; Bernard S. Chan; Jocirei D. Ferreira; Patrick Longhini; Antonio Palacios; Steven Reeves; Visarath In
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Communications in Nonlinear Science and Numerical Simulation | 2012
Fabiola Angulo; Gerard Olivar; Gustavo Osorio; Carlos M. Escobar; Jocirei D. Ferreira; Johan Manuel Redondo
identical crystal oscillators, where each o...
Differential Equations and Dynamical Systems | 2009
Jocirei D. Ferreira; Luiz Fernando Oliveira
Precise time dissemination and synchronization have been some of the most important technological tasks for several centuries. It was realized that precise time-keeping devices having the same stable frequency and precisely synchronized can have important applications in navigation. Satellite-based global positioning and navigation systems such as the GPS use the same principle. However, even the most sophisticated satellite navigation equipment cannot operate in every environment. In response to this need, we present a computational and analytical study of a network based model of a high-precision, inexpensive, Coupled Oscillator System and Timing device. Preliminary results from computer simulations seem to indicate that timing errors decrease as 1 / N when N crystals are coupled as oppose to \(1{/}\sqrt{N}\) for an uncoupled assemble. This manuscript is aimed, however, at providing a complete classification of the various patterns of collective behavior that are created, mainly, through symmetry-breaking bifurcations. The results should provide guidelines for follow-up simulations, design and fabrication tasks.
Matemáticas: Enseñanza Universitaria | 2007
Jocirei D. Ferreira; Luiz A. Fernandes de Oliveira
Nonlinear Analysis-real World Applications | 2013
Jocirei D. Ferreira; Carlos Andrés T. Salazar; Paulo C.C. Tabares
Mathematical Methods in The Applied Sciences | 2017
Jocirei D. Ferreira; Luz Myriam Echeverry; Carlos A. Peña Rincon
Journal of Mathematical Analysis and Applications | 2017
Jocirei D. Ferreira; Aida P. González Nieva; Wilmer Molina Yepez
Differential Equations and Dynamical Systems | 2017
Jocirei D. Ferreira; Alejandra M. Pulgarin Galvis; V. Sree Hari Rao