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Chaotic Searches and Stable Spatio-temporal Patterns as a Naturally Emergent Mixture in Networks of Spiking Neural Oscillators with Rich Dynamics

机译:尖峰神经振荡网络中混沌搜索和稳定的时空模式作为自然出现的混合体

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This paper addresses neural architectures based on coupled nodes that exhibit chaotic dynamics, and it establishes the relationship between these networks and bifurcating spiking model neurons based on the integrate and fire model neuron. The nodes of the studied networks are mathematically described through recursive maps, also named Recursive Processing Elements -RPEs, which interact through parametric coupling, i.e., through dynamic modulation of the bifurcation parameters. We have the definition of two macro states that are exercised by the RPEs networks during operation: (a) stable spatio-temporal collective patterns, and (b) high complexity dynamical activity for the search in the state space. The relationship between these macro states and the configurations of assemblies of spiking model neurons is established, as well as the mechanisms of sustainability and dissolution of these macro states are discussed.
机译:本文讨论了基于具有混沌动力学耦合节点的神经体系结构,并基于集成和激发模型神经元建立了这些网络与分叉尖峰模型神经元之间的关系。通过递归映射(也称为递归处理元素-RPE)在数学上描述了所研究网络的节点,该递归映射通过参数耦合(即,通过分叉参数的动态调制)进行交互。我们定义了RPEs网络在运行过程中行使的两个宏观状态:(a)稳定的时空集体模式,以及(b)在状态空间中进行搜索的高复杂度动态活动。建立了这些宏观状态与加标模型神经元组装结构之间的关系,并讨论了这些宏观状态的可持续性和分解机制。

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