A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior.
Significant research in reservoir computing over the past two decades has revived interest in recurrent neural networks. Owing to its ingrained capability of performing high-speed and low-cost computations this has become a panacea for multi-variate complex systems having non-linearity within their...
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doaj-9855fe81345b4bb29ad955d3f23bdaa72021-08-08T04:31:01ZengPublic Library of Science (PLoS)PLoS ONE1932-62032021-01-01162e024673710.1371/journal.pone.0246737A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior.Rajat BudhirajaManish KumarMrinal K DasAnil Singh BafilaSanjeev SinghSignificant research in reservoir computing over the past two decades has revived interest in recurrent neural networks. Owing to its ingrained capability of performing high-speed and low-cost computations this has become a panacea for multi-variate complex systems having non-linearity within their relationships. Modelling economic and financial trends has always been a challenging task owing to their volatile nature and no linear dependence on associated influencers. Prior studies aimed at effectively forecasting such financial systems, but, always left a visible room for optimization in terms of cost, speed and modelling complexities. Our work employs a reservoir computing approach complying to echo-state network principles, along with varying strengths of time-delayed feedback to model a complex financial system. The derived model is demonstrated to act robustly towards influence of trends and other fluctuating parameters by effectively forecasting long-term system behavior. Moreover, it also re-generates the financial system unknowns with a high degree of accuracy when only limited future data is available, thereby, becoming a reliable feeder for any long-term decision making or policy formulations.https://doi.org/10.1371/journal.pone.0246737 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Rajat Budhiraja Manish Kumar Mrinal K Das Anil Singh Bafila Sanjeev Singh |
spellingShingle |
Rajat Budhiraja Manish Kumar Mrinal K Das Anil Singh Bafila Sanjeev Singh A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. PLoS ONE |
author_facet |
Rajat Budhiraja Manish Kumar Mrinal K Das Anil Singh Bafila Sanjeev Singh |
author_sort |
Rajat Budhiraja |
title |
A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
title_short |
A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
title_full |
A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
title_fullStr |
A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
title_full_unstemmed |
A reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
title_sort |
reservoir computing approach for forecasting and regenerating both dynamical and time-delay controlled financial system behavior. |
publisher |
Public Library of Science (PLoS) |
series |
PLoS ONE |
issn |
1932-6203 |
publishDate |
2021-01-01 |
description |
Significant research in reservoir computing over the past two decades has revived interest in recurrent neural networks. Owing to its ingrained capability of performing high-speed and low-cost computations this has become a panacea for multi-variate complex systems having non-linearity within their relationships. Modelling economic and financial trends has always been a challenging task owing to their volatile nature and no linear dependence on associated influencers. Prior studies aimed at effectively forecasting such financial systems, but, always left a visible room for optimization in terms of cost, speed and modelling complexities. Our work employs a reservoir computing approach complying to echo-state network principles, along with varying strengths of time-delayed feedback to model a complex financial system. The derived model is demonstrated to act robustly towards influence of trends and other fluctuating parameters by effectively forecasting long-term system behavior. Moreover, it also re-generates the financial system unknowns with a high degree of accuracy when only limited future data is available, thereby, becoming a reliable feeder for any long-term decision making or policy formulations. |
url |
https://doi.org/10.1371/journal.pone.0246737 |
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