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Bistability and bifurcations in HIV-1 infection model with non-monotone responses. [PDF]
Pradeesh M, Mani P.
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Excitatory-inhibitory homeostasis and bifurcation control in the Wilson-Cowan model of cortical dynamics. [PDF]
Páscoa Dos Santos F, Verschure PFMJ.
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Analysis of the stability of a predator-prey model including the memory effect, double Allee effect and Holling type-I functional response. [PDF]
K R, Kumar G R, Khan A, Abdeljawad T.
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Gibbs states and Brownian models for coexisting haze and cloud droplets. [PDF]
Gutiérrez MS, Chekroun MD, Koren I.
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Transient destabilization of whole brain dynamics induced by N,N-Dimethyltryptamine (DMT). [PDF]
Piccinini JI+8 more
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Ion-acoustic waves dynamics in magnetized cometary plasma: nonlinear periodic and super-periodic waves with ion nonextensivity. [PDF]
El-Monier SY, Atteya A.
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Local Bifurcation Theory [PDF]
The word bifurcation means division into two and is used in a wide sense to indicate every qualitative topological metamorphosis of a picture under the variation of parameters on which the object being studied depends. The objects can be diverse: for example, real or complex curves or surfaces, functions or mappings, manifolds or fiber bundles, vector ...
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Group-Theoretic Bifurcation Theory
2002Fundamentals of group-theoretic bifurcation theory are introduced as a mathematical methodology to deal with agglomeration in economic geography, which is captured in this book as bifurcation phenomena of systems with dihedral or hexagonal symmetry. The framework of group-theoretic bifurcation analysis of economic agglomeration is illustrated for the ...
Kazuo Murota, Kiyohiro Ikeda
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2015
Bifurcation means a structural change in the orbit of a system. The bifurcation of a system had been first reported by the French mathematician Henri Poincare in his work. The study of bifurcation is concerned with how the structural change occurs when the parameter(s) are changing.
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Bifurcation means a structural change in the orbit of a system. The bifurcation of a system had been first reported by the French mathematician Henri Poincare in his work. The study of bifurcation is concerned with how the structural change occurs when the parameter(s) are changing.
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