Chaotic Synchronization between Coupled Pancreatic β-Cells
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概要
- 論文の詳細を見る
The paper first describes the main bifurcation structure for a typical model of an insulin producing pancreatic β-cell.Considering a system of two coupled identical and chaotically spiking β-cells, the paper continues to examine the bifurcations through which low periodic orbits embedded in the synchronized chaotic state lose their transverse stability and produce the characteristic picture of locally and globally riddled basins of attraction.We discuss the different types of riddled basins with the associated phenomena of attractor bubbling and on-off intermittency.
- 理論物理学刊行会の論文
- 2000-07-14
著者
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Mosekilde Erik
Center For Chaos And Turbulence Studies Department Of Physics Technical University Of Denmark
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LADING Brian
Center for Chaos and Turbulence Studies, Department of Physics Technical University of Denmark
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YANCHUK Sergiy
Institute of Mathematics, National Academy of Sciences
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MAISTRENKO Yuri
Institute of Mathematics, National Academy of Sciences
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Lading Brian
Center For Chaos And Turbulence Studies Department Of Physics Technical University Of Denmark
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Yanchuk Sergiy
Institute Of Mathematics National Academy Of Sciences
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Maistrenko Yuri
Institute Of Mathematics National Academy Of Sciences
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MOSEKILDE Erik
Center for Chaos and Turbulence Studies, Department of Physics Technical University of Denmark