Hardware-implemented reservoir computing (RC) has been gaining considerable interest in recent years, in particular for classification and nonlinear-prediction tasks. Such RC systems often perform analog computation and, therefore, may be more sensitive to noise than digital systems; noise has been found to often degrade the computational performance. In contrast, here we demonstrate that noise can also play a constructive role in hardware-based RC. Using a hybrid delay-based RC system with an analog part (nonlinearity) and a digital part, we show that the replication of chaotic attractor dynamics is overall improved when the reservoir is trained with an input signal modified by additive Gaussian noise. To quantify the performance of the at...
Chaotic dynamics are abundantly present in nature as well as in manufactured devices. While chaos in...
Reservoir computers are powerful tools for chaotic time series prediction. They can be trained to ap...
Certain nonlinear systems can switch between dynamical attractors occupying different regions of pha...
Master’s degree in Physics of Complex Systems at the Universitat de Les Illes Balears, academic year...
[eng] Physical dynamical systems are able to process information in a nontrivial manner. The machin...
Using the machine learning approach known as reservoir computing, it is possible to train one dynami...
Reservoir computing is a bioinspired computing paradigm for processing time-dependent signals. Its h...
Master’s Thesis, Centre for Postgraduate Studies, University of the Balearic Islands, Academic Year ...
Dynamical systems suited for Reservoir Computing (RC) should be able to both retain information for ...
Physical dynamical systems are able to process information in a nontrivial manner. The machine learn...
Reservoir computing (RC) is a brain-inspired computing framework that employs a transient dynamical ...
A new explanation of the geometric nature of the reservoir computing (RC) phenomenon is presented. R...
Reservoir computing is a machine learning algorithm particularly adapted to process time-dependent s...
© 2015 Soriano, Brunner, Escalona-Morán, Mirasso and Fischer. To learn and mimic how the brain proce...
Reservoir computing (RC) is a promising paradigm for time series processing. In this paradigm, the d...
Chaotic dynamics are abundantly present in nature as well as in manufactured devices. While chaos in...
Reservoir computers are powerful tools for chaotic time series prediction. They can be trained to ap...
Certain nonlinear systems can switch between dynamical attractors occupying different regions of pha...
Master’s degree in Physics of Complex Systems at the Universitat de Les Illes Balears, academic year...
[eng] Physical dynamical systems are able to process information in a nontrivial manner. The machin...
Using the machine learning approach known as reservoir computing, it is possible to train one dynami...
Reservoir computing is a bioinspired computing paradigm for processing time-dependent signals. Its h...
Master’s Thesis, Centre for Postgraduate Studies, University of the Balearic Islands, Academic Year ...
Dynamical systems suited for Reservoir Computing (RC) should be able to both retain information for ...
Physical dynamical systems are able to process information in a nontrivial manner. The machine learn...
Reservoir computing (RC) is a brain-inspired computing framework that employs a transient dynamical ...
A new explanation of the geometric nature of the reservoir computing (RC) phenomenon is presented. R...
Reservoir computing is a machine learning algorithm particularly adapted to process time-dependent s...
© 2015 Soriano, Brunner, Escalona-Morán, Mirasso and Fischer. To learn and mimic how the brain proce...
Reservoir computing (RC) is a promising paradigm for time series processing. In this paradigm, the d...
Chaotic dynamics are abundantly present in nature as well as in manufactured devices. While chaos in...
Reservoir computers are powerful tools for chaotic time series prediction. They can be trained to ap...
Certain nonlinear systems can switch between dynamical attractors occupying different regions of pha...