Reservoir computing with a single time-delay autonomous Boolean node.
about
Minimal approach to neuro-inspired information processingFully analogue photonic reservoir computer.Reservoir observers: Model-free inference of unmeasured variables in chaotic systems.Pattern reverberation in networks of excitable systems with connection delays.Model-Free Prediction of Large Spatiotemporally Chaotic Systems from Data: A Reservoir Computing Approach.Embodiment of Learning in Electro-Optical Signal Processors.A continuous-time MaxSAT solver with high analog performance
P2860
Q27009414-A46EC0B0-3035-4518-9B5B-BA6C814EFF53Q38743452-267CFA44-452D-4A95-8270-F8581C3863A3Q38813067-F615701F-857B-4F56-BD47-8659985320FBQ47989313-69136C6F-68A9-4BB1-824A-34F81B20E31BQ49614642-24721867-FF19-4FED-BAFA-5DA8AAEA4A36Q50485675-5B8D357B-3950-4157-B7E3-5C73439794F1Q59125246-6B50A244-0226-400B-B591-A2C5DE725229
P2860
Reservoir computing with a single time-delay autonomous Boolean node.
description
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name
Reservoir computing with a single time-delay autonomous Boolean node.
@en
Reservoir computing with a single time-delay autonomous Boolean node.
@nl
type
label
Reservoir computing with a single time-delay autonomous Boolean node.
@en
Reservoir computing with a single time-delay autonomous Boolean node.
@nl
prefLabel
Reservoir computing with a single time-delay autonomous Boolean node.
@en
Reservoir computing with a single time-delay autonomous Boolean node.
@nl
P2860
P50
P1433
P1476
Reservoir computing with a single time-delay autonomous Boolean node.
@en
P2093
David P Rosin
Nicholas D Haynes
P2860
P304
P356
10.1103/PHYSREVE.91.020801
P407
P577
2015-02-23T00:00:00Z