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Interleaving Wavelet Coefficients for Adaptive Data Transmission from Pervasive Sensing Systems

机译:交织小波系数用于普适传感系统的自适应数据传输

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The paper describes a method for adaptive transmission of data over error-prone wireless links and suited to the limitations of embedded pervasive sensing systems. The technique performs a multi-resolution wavelet transform on the data followed by interleaving the resulting coefficients among the transmitted packets. The interleaving scheme is designed to facilitate estimation of coefficients lost during transmission by minimizing the correlation between elements in one packet. A correlation model between detail coefficients obtained from a wavelet transform of Gauss-Markov processes is used to estimate the optimal distribution of coefficients to packets. The interleaving ensures that packet loss results in non-contiguous "gaps" in the reconstructed wavelet tree. The original data is reconstructed by polynomial interpolation of the missing coefficients from correlated neighboring coefficient. We present simulation results that show the performance of our scheme on both real-world and simulated datasets.
机译:本文描述了一种通过易错无线链路自适应传输数据的方法,该方法适用于嵌入式普适传感系统的局限性。该技术对数据执行多分辨率小波变换,然后在发送的数据包中交织所得的系数。通过最小化一个分组中元素之间的相关性,将交错方案设计为有助于估计传输过程中丢失的系数。从高斯-马尔可夫过程的小波变换获得的细节系数之间的相关模型用于估计系数到数据包的最佳分布。交织确保分组丢失在重构的小波树中导致非连续的“间隙”。通过从相关的相邻系数中对缺失系数进行多项式插值来重建原始数据。我们提供的仿真结果显示了我们的方案在真实数据集和仿真数据集上的性能。

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