Long-range temporal correlations in scale-free neuromorphic networks
Author(s) -
Shota Shirai,
Susant Kumar Acharya,
Saurabh K. Bose,
Joshua B. Mallinson,
Edoardo Galli,
Matthew D. Pike,
Matthew D. Arnold,
S. A. Brown
Publication year - 2020
Publication title -
network neuroscience
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 2.128
H-Index - 18
ISSN - 2472-1751
DOI - 10.1162/netn_a_00128
Subject(s) - neuromorphic engineering , reservoir computing , computer science , scaling , network topology , spiking neural network , network dynamics , neuroscience , stimulus (psychology) , topology (electrical circuits) , artificial intelligence , artificial neural network , mathematics , biology , recurrent neural network , psychology , discrete mathematics , combinatorics , operating system , geometry , psychotherapist
Biological neuronal networks are the computing engines of the mammalian brain. These networks exhibit structural characteristics such as hierarchical architectures, small-world attributes, and scale-free topologies, providing the basis for the emergence of rich temporal characteristics such as scale-free dynamics and long-range temporal correlations. Devices that have both the topological and the temporal features of a neuronal network would be a significant step toward constructing a neuromorphic system that can emulate the computational ability and energy efficiency of the human brain. Here we use numerical simulations to show that percolating networks of nanoparticles exhibit structural properties that are reminiscent of biological neuronal networks, and then show experimentally that stimulation of percolating networks by an external voltage stimulus produces temporal dynamics that are self-similar, follow power-law scaling, and exhibit long-range temporal correlations. These results are expected to have important implications for the development of neuromorphic devices, especially for those based on the concept of reservoir computing.
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