Stability of Synchronous Solutions in Weakly Coupled Neuron Networks(Condensed Matter and Statistical Physics)

スポンサーリンク

概要

• 論文の詳細を見る

• The stability of synchronous solutions for weakly coupled two-neuron networks is examined. It is well known that for a pair of identical neurons with a weak, reciprocal connection, there always exists a synchronous solution, the stability of which depends on both intrinsic cell properties and the connection type. By considering several neuronal models, all of which possess a Type-I phase-response function, the manners in which the form of the phase-response function and the neuronal coupling affect the stability of the synchronous solution are investigated, and the properties necessary for stable synchrony in these models are described in detail.

• 理論物理学刊行会の論文
• 2005-05-25

著者

• AOYAGI Toshio

  CREST, JST

• Aoyagi Toshio

  Crest Japan Science And Technology Corporation

• Nomura Masaki

  Department Of Applied Analysis And Complex Dynamical Systems Graduate School Of Informatics Kyoto Un

• Nomura Masaki

  Department Of Applied Analysis And Complex Dynamical Systems Graduate School Of Informatics Kyoto Un

関連論文

• Estimation of Functional Connectivity that Causes Burst-like Population Activities
• Phase Analysis of Inhibitory Neurons Involved in the Thalamocortical Loop(Oscillation, Chaos and Network Dynamics in Nonlinear Science)
• Stability of Synchronous Solutions in Weakly Coupled Neuron Networks(Condensed Matter and Statistical Physics)
• Two-level hierarchy with sparsely and temporally coded patterns and its possible functional role in information processing
• Stability of Synchronous Solutions in Weakly Coupled Neuron Networks(Condensed Matter and Statistical Physics)
• Scaling up of medium-performance gel filtration chromatography of proteins.

スポンサーリンク