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Remote coding of correlated sources with high resolution

机译:高分辨率关联源的远程编码

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The authors first discuss direct coding with high resolution. Theythen consider remote coding with high resolution. They restrict theirattention to the Gaussian case, but consider the following more general,indirect coding problem. We need to reconstruct a (memoryless) zero meanvector source θ=θ1...θm,jointly Gaussian with (X, Y), from separate encodings of X and Y, withaveraged squared errors D1...Dm. We refer toθ as the remote source, and to X and Y as its noisy measurements.To gain some insight into the results, the authors examine the totalrate loss caused by the separation of the encoders in the highresolution limit
机译:作者首先讨论了高分辨率的直接编码。他们 然后考虑具有高分辨率的远程编码。他们限制了他们的 注意对高斯案件,但考虑以下更多一般, 间接编码问题。我们需要重建(无记忆)零意味着 矢量源θ=θ 1 ...θ m , 与(x,y)共同高斯,从x和y的单独编码,有 平均平均误差d 1 ... d m 。我们参考 θ作为远程源,并以x和y作为噪声测量。 为了获得一些洞察力,作者审查了总数 由高处分离编码器的速率损失 解决方案限制

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