Self-organized Criticality in Neuromorphic Nanowire Networks With Tunable and Local Dynamics

被引:1
作者
Michieletti, Fabio [1 ]
Pilati, Davide [1 ,2 ]
Milano, Gianluca [2 ]
Ricciardi, Carlo [1 ]
机构
[1] Politecn Torino, Dept Appl Sci & Technol, I-10129 Turin, Italy
[2] Ist Nazl Ric Metrol, Adv Mat Metrol & Life Sci Div, I-10135 Turin, Italy
关键词
emerging dynamics; neuromorphic nanowire networks; nonlinear transformations; reservoir computing; self-organized criticality; self-organizing systems; CORTICAL NETWORKS; SILVER NANOWIRES; AVALANCHES; MEMORY; COMPUTATION; STATES; CHAOS; EDGE; SOFT;
D O I
10.1002/adfm.202423903
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
Self-organized criticality (SOC) has attracted large interest as a key property for the optimization of information processing in biological neural systems. Inspired by this synergy, nanoscale self-organizing devices are demonstrated to emulate critical dynamics due to their complex nature, proving to be ideal candidates for the hardware implementation of brain-inspired unconventional computing paradigms. However, controlling the emerging critical dynamics and understanding its relationship with computing capabilities remains a challenge. Here, it is shown that memristive nanowire networks (NWNs) can be programmed in a critical state through appropriate electrical stimulation. Furthermore, multiterminal electrical characterization reveals that network areas can establish spatial interactions endowing local critical dynamics. The impact of such tunable and local dynamics versus the information processing in the network is experimentally analyzed through in materia implementation of nonlinear transformation (NLT) tasks, in the framework of reservoir computing. As for brain where cortical areas are specialized for a certain function, it is demonstrated that the computing performance of nanowire networks rely on the response of reduced subsets of outputs, which may show critical dynamics or not, depending on the specificity of the task. Such brain-like behavior can lead to neuromorphic systems based on self-organizing networks with reduced hardware complexity by exploiting their local and specialized behavior.
引用
收藏
页数:13
相关论文
共 50 条
[31]   Self-organized criticality in riverbank systems [J].
Fonstad, M ;
Marcus, WA .
ANNALS OF THE ASSOCIATION OF AMERICAN GEOGRAPHERS, 2003, 93 (02) :281-296
[32]   Emergence of cooperation with self-organized criticality [J].
Sangmin Park ;
Hyeong-Chai Jeong .
Journal of the Korean Physical Society, 2012, 60 :311-316
[33]   Self-organized criticality and thermodynamic formalism [J].
Cessac, B ;
Blanchard, P ;
Krüger, T ;
Meunier, JL .
JOURNAL OF STATISTICAL PHYSICS, 2004, 115 (5-6) :1283-1326
[34]   Self-Organized Criticality and Thermodynamic Formalism [J].
B. Cessac ;
Ph. Blanchard ;
T. Krüger ;
J. L. Meunier .
Journal of Statistical Physics, 2004, 115 :1283-1326
[35]   Self-organized criticality of air pollution [J].
Shi, Kai ;
Liu, Chun-Qiong .
ATMOSPHERIC ENVIRONMENT, 2009, 43 (21) :3301-3304
[36]   Particle Swarm with Self-Organized Criticality [J].
Fernandes, Carlos M. ;
Merelo, J. J. ;
Fernandez, Francisco ;
Rosa, Agostinho C. .
PROCEEDINGS OF THE FOURTEENTH INTERNATIONAL CONFERENCE ON GENETIC AND EVOLUTIONARY COMPUTATION COMPANION (GECCO'12), 2012, :1397-1398
[37]   Self-organized criticality in forest-landscape evolution [J].
Sprott, JC ;
Bolliger, J ;
Mladenoff, DJ .
PHYSICS LETTERS A, 2002, 297 (3-4) :267-271
[38]   Complexity and Self-Organized Criticality of Solid Earth System(Ⅰ) [J].
Yu Chongwen Faculty of Earth Sciences China University of Geosciences Wuhan .
Journal of China University of Geosciences, 1998, (01) :3-5
[39]   Exclusive diffusion model showing self-organized criticality [J].
Kobayashi, H ;
Katori, M .
JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN, 1996, 65 (08) :2536-2542
[40]   A Modified Earthquake Model of Self-Organized Criticality on Small World Networks [J].
LIN Min ZHAO XiaoWei CHEN TianLun Department of PhysicsNankai UniversityTianjin China .
Communications in Theoretical Physics, 2004, 41 (04) :557-560