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Analog Error Correction Codes Based on Chaotic System: The 2-Dimensional Tent Codes

机译:基于混沌系统的模拟纠错码:二维帐篷码

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In low signal-to-noise ratio (SNR) scenarios, image wireless transmission is often interrupted due to the "threshold effect" in traditional digital communication system. Fortunately, it can be avoided in analog communication system, owing to its feature of linear degradation to noise. And to design the efficient analog error correction codes is the key to achieve high fidelity image. Considering problems such as low code rate and high encoding and decoding complexity of the existing analog codes, the efficient analog codes based on 2-dimensional tent map are proposed. The new 2-dimensional tent map is built by extending the one-dimensional tent map. The proposed 2-dimensional tent codes perform better than the existing mirrored baker's codes. Simulation results show that compared with the mirrored baker's codes, the peak signal to noise ratio (PSNR) of image can get the gain of more than 3dB, the code rate is doubled, and the encoding and decoding complexity decreases greatly.
机译:在低信噪比(SNR)场景中,由于传统数字通信系统中的“阈值效应”,图像无线传输通常会中断。幸运的是,由于其线性降噪特性,在模拟通信系统中可以避免这种情况。而设计有效的模拟纠错码是获得高保真图像的关键。针对现有模拟码的码率低,编解码复杂度高的问题,提出了一种基于二维帐篷图的高效模拟码。通过扩展一维帐篷图来构建新的二维帐篷图。提议的二维帐篷代码比现有的镜像贝克代码性能更好。仿真结果表明,与镜像贝克码相比,图像的峰值信噪比(PSNR)可以获得超过3dB的增益,编码速率提高了一倍,编码和解码复杂度大大降低。

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