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Autori principali: Ilbert, Romain, Hoang, Thai V., Zhang, Zonghua, Palpanas, Themis
Natura: Preprint
Pubblicazione: 2023
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Accesso online:https://arxiv.org/abs/2311.09790
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author Ilbert, Romain
Hoang, Thai V.
Zhang, Zonghua
Palpanas, Themis
author_facet Ilbert, Romain
Hoang, Thai V.
Zhang, Zonghua
Palpanas, Themis
contents Balancing the trade-off between accuracy and robustness is a long-standing challenge in time series forecasting. While most of existing robust algorithms have achieved certain suboptimal performance on clean data, sustaining the same performance level in the presence of data perturbations remains extremely hard. In this paper, we study a wide array of perturbation scenarios and propose novel defense mechanisms against adversarial attacks using real-world telecom data. We compare our strategy against two existing adversarial training algorithms under a range of maximal allowed perturbations, defined using $\ell_{\infty}$-norm, $\in [0.1,0.4]$. Our findings reveal that our hybrid strategy, which is composed of a classifier to detect adversarial examples, a denoiser to eliminate noise from the perturbed data samples, and a standard forecaster, achieves the best performance on both clean and perturbed data. Our optimal model can retain up to $92.02\%$ the performance of the original forecasting model in terms of Mean Squared Error (MSE) on clean data, while being more robust than the standard adversarially trained models on perturbed data. Its MSE is 2.71$\times$ and 2.51$\times$ lower than those of comparing methods on normal and perturbed data, respectively. In addition, the components of our models can be trained in parallel, resulting in better computational efficiency. Our results indicate that we can optimally balance the trade-off between the performance and robustness of forecasting models by improving the classifier and denoiser, even in the presence of sophisticated and destructive poisoning attacks.
format Preprint
id arxiv_https___arxiv_org_abs_2311_09790
institution arXiv
publishDate 2023
record_format arxiv
spellingShingle Breaking Boundaries: Balancing Performance and Robustness in Deep Wireless Traffic Forecasting
Ilbert, Romain
Hoang, Thai V.
Zhang, Zonghua
Palpanas, Themis
Machine Learning
Artificial Intelligence
Cryptography and Security
68T05, 62M10, 68T01
I.2.6; I.2.4; K.6.5
Balancing the trade-off between accuracy and robustness is a long-standing challenge in time series forecasting. While most of existing robust algorithms have achieved certain suboptimal performance on clean data, sustaining the same performance level in the presence of data perturbations remains extremely hard. In this paper, we study a wide array of perturbation scenarios and propose novel defense mechanisms against adversarial attacks using real-world telecom data. We compare our strategy against two existing adversarial training algorithms under a range of maximal allowed perturbations, defined using $\ell_{\infty}$-norm, $\in [0.1,0.4]$. Our findings reveal that our hybrid strategy, which is composed of a classifier to detect adversarial examples, a denoiser to eliminate noise from the perturbed data samples, and a standard forecaster, achieves the best performance on both clean and perturbed data. Our optimal model can retain up to $92.02\%$ the performance of the original forecasting model in terms of Mean Squared Error (MSE) on clean data, while being more robust than the standard adversarially trained models on perturbed data. Its MSE is 2.71$\times$ and 2.51$\times$ lower than those of comparing methods on normal and perturbed data, respectively. In addition, the components of our models can be trained in parallel, resulting in better computational efficiency. Our results indicate that we can optimally balance the trade-off between the performance and robustness of forecasting models by improving the classifier and denoiser, even in the presence of sophisticated and destructive poisoning attacks.
title Breaking Boundaries: Balancing Performance and Robustness in Deep Wireless Traffic Forecasting
topic Machine Learning
Artificial Intelligence
Cryptography and Security
68T05, 62M10, 68T01
I.2.6; I.2.4; K.6.5
url https://arxiv.org/abs/2311.09790