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Wavelet-Based ECG Data Compression System With Linear Quality Control Scheme

机译:基于小波的线性质量控制方案心电数据压缩系统

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摘要

Maintaining reconstructed signals at a desired level of quality is crucial for lossy ECG data compression. Wavelet-based approaches using a recursive decomposition process are unsuitable for real-time ECG signal recoding and commonly obtain a nonlinear compression performance with distortion sensitive to quantization error. The sensitive response is caused without compromising the influences of word-length-growth (WLG) effect and unfavorable for the reconstruction quality control of ECG data compression. In this paper, the 1-D reversible round-off nonrecursive discrete periodic wavelet transform is applied to overcome the WLG magnification effect in terms of the mechanisms of error propagation resistance and significant normalization of octave coefficients. The two mechanisms enable the design of a multivariable quantization scheme that can obtain a compression performance with the approximate characteristics of linear distortion. The quantization scheme can be controlled with a single control variable. Based on the linear compression performance, a linear quantization scale prediction model is presented for guaranteeing reconstruction quality. Following the use of the MIT-BIH arrhythmia database, the experimental results show that the proposed system, with lower computational complexity, can obtain much better reconstruction quality control than other wavelet-based methods.
机译:将重建的信号保持在所需的质量水平对于有损ECG数据压缩至关重要。使用递归分解过程的基于小波的方法不适用于实时ECG信号重新编码,并且通常获得具有对量化误差敏感的失真的非线性压缩性能。敏感响应是在不影响字长增长(WLG)效果的影响的情况下产生的,并且不利于ECG数据压缩的重建质量控制。本文采用一维可逆四舍五入非递归离散周期小波变换,从误差传播阻力机理和倍频系数的显着归一化的角度出发,克服了WLG的放大效应。这两种机制使得能够设计多变量量化方案,该方案可以获得具有线性失真的近似特性的压缩性能。量化方案可以由单个控制变量控制。基于线性压缩性能,提出了一种线性量化尺度预测模型,以保证重建质量。通过使用MIT-BIH心律失常数据库,实验结果表明,与其他基于小波的方法相比,该系统具有较低的计算复杂度,可以实现更好的重建质量控制。

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