Complex dynamics and control analysis of an epidemic model with non-monotone incidence and saturated treatment. [PDF]
Saha P, Ghosh U.
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Bifurcation analysis of a Leslie-type predator–prey system with prey harvesting and group defense
In this paper, we investigate a Leslie-type predator–prey model that incorporates prey harvesting and group defense, leading to a modified functional response.
Yongxin Zhang, Jianfeng Luo
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This work investigates the dynamical properties of the Kolmogorov–Petrovskii–Piskunov (KPP) equation. We begin by establishing its non-integrability through the Painlevé test.
Adel Elmandouh
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Bifurcation analysis of the predator-prey model with the Allee effect in the predator. [PDF]
Sen D, Ghorai S, Banerjee M, Morozov A.
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Bogdanov-Takens bifurcation in a neutral BAM neural networks model with delays. [PDF]
Wang R, Liu H, Feng F, Yan F.
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Cell cycle oscillations driven by two interlinked bistable switches. [PDF]
Parra-Rivas P, Ruiz-Reynés D, Gelens L.
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Global search metaheuristics for neural mass model calibration. [PDF]
Dunstan DM +3 more
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Bidirectionally Regulating Gamma Oscillations in Wilson-Cowan Model by Self-Feedback Loops: A Computational Study. [PDF]
Li X, Li Z, Yang W, Wu Z, Wang J.
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Scale free avalanches in excitatory-inhibitory populations of spiking neurons with conductance based synaptic currents. [PDF]
Ehsani M, Jost J.
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Hopf–Bogdanov–Takens Bifurcation for Neutral Functional Differential Equations
International audienceThis article explores the process of computing normal form related to a codimension-three Hopf–Bogdanov–Takens (H–B–T) bifurcation in the framework of neutral functional differential equations.
Achouri, Houssem
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