Results 261 to 270 of about 2,348,184 (292)

Pattern selection at the bifurcation point

The Journal of Chemical Physics, 1980
The bifurcation analysis of inhomogeneous solutions to nonlinear reaction–diffusion equations in the infinite plane is carried out without imposing any a priori symmetry properties. A continuum of solutions bifurcating at the infinitely degenerate eigenvalue is constructed and these solutions are consequently sorted out by the stability analysis.
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Bifurcations of periodic points

1979
This thesis was prepared at the Rijksuniversiteit Groningen during the years 1974 - 1979. In it we consider the behaviour of periodic points in r-parameter families of diffeomorphisms. A more precise formulation may be found in chapter I (the introduction). There also the content of the various chapters is described.
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VBNet: An end-to-end 3D neural network for vessel bifurcation point detection in mesoscopic brain images

Computer Methods and Programs in Biomedicine, 2022
Junhuai Li, Yuxin Li, Huaijun Wang
exaly  

Detecting and Computing Bifurcation Points

2000
Exploring nonlinear phenomena has become a major challenge in physics, chemistry, biology, engineering, medicine and social science. We consider nonlinear problems of the form $$\frac{{\partial u}}{{\partial t}} = G(u,\lambda ) $$ (3.1) where G : X x R p → Y is a “smooth” mapping and λ ∈ R p represents various control parameters, e.g ...
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Degenerate Transcritical Bifurcation Point can be an Attractor: A Case Study in a Slow–Fast Modified Leslie–Gower Model

Qualitative Theory of Dynamical Systems, 2022
Jianhe Shen
exaly  

Humankind and the World at the Point of Bifurcation

Russian Journal of Philosophical Sciences
The article examines the developmental prospects of civilization from the perspective of self-organization theory and synergetics, which are becoming foundational for understanding the processes of the 21st century. The author argues that the contemporary world is at a bifurcation point, characterized by a loss of stability in its previous ...
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Homoclinic Points and Bifurcations

2021
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NON CRITICAL BIFURCATION POINTS

1987
Trieste
AUGENTI, NICOLA, RAITHEL A., DELLA SALA L.   +2 more
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The Bifurcations of the Critical Points and the Role of Depth in a Symmetric Caldera Potential Energy Surface

International Journal of Bifurcation and Chaos in Applied Sciences and Engineering, 2021
Makrina Agaoglou, Stephen Wiggins, Matthaios Katsanikas   +2 more
exaly  

Tipping Phenomena and Points of No Return in Ecosystems: Beyond Classical Bifurcations

SIAM Journal on Applied Dynamical Systems, 2020
Paul O'Keeffe, Sebastian Wieczorek
exaly