A Temporal Data Compression Based on Dual Autoregressive Prediction Method

A temporal data compression method based on rebuilding the predictive model is proposed. This method employs a dual autoregressive prediction model to forecast the temporal data, storing only the residuals between the predicted and actual values, along with the coefficients of the prediction model. During decoding, the prediction model coefficients are used to reconstruct the prediction model to generate predicted values, which are then combined with the residuals to recover the original values. Since the residuals are significantly smaller than the original values, they can be quantized using fewer bits, while the prediction model coefficients, once stored, do not need to be stored repeatedly over time.Experimental results on eight real datasets of varying sizes and types demonstrate the excellent compression performance of this method.

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Publication Details

Published
2024-12-06
DOI
https://doi.org/10.1109/icece63871.2024.10976905
Primary Topic
Advanced Computational Techniques and Applications
Type
article
Field-Weighted Citation Impact
0.00

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A Temporal Data Compression Based on Dual Autoregressive Prediction Method

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A Temporal Data Compression Based on Dual Autoregressive Prediction Method

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article en

Abstract

A temporal data compression method based on rebuilding the predictive model is proposed. This method employs a dual autoregressive prediction model to forecast the temporal data, storing only the residuals between the predicted and actual values, along with the coefficients of the prediction model. During decoding, the prediction model coefficients are used to reconstruct the prediction model to generate predicted values, which are then combined with the residuals to recover the original values. Since the residuals are significantly smaller than the original values, they can be quantized using fewer bits, while the prediction model coefficients, once stored, do not need to be stored repeatedly over time.Experimental results on eight real datasets of varying sizes and types demonstrate the excellent compression performance of this method.

Nanjing University of Posts and Telecommunications (CN), China Telecom (China) (CN), China Telecom (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 73%
Advanced Computational Techniques and Applications
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