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Strong coding theorem and asymptotic error exponent of arbitrarily varying source ith a fidelity criterion

机译:具有保真度准则的任意变化源的强编码定理和渐近误差指数

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摘要

When the error probability is less than 2~-πr, the minimum compression rate (r-optimal rate) of arbitrarily varying source with a fidelity criterion is determined. This generalizes the result of Arutyunyan and Mekaush~[1] for discrete memory less source with a fidelity criterion, and is called strong coding theorem of arbitrarily varying source with a fidelity criterion. We also determine the asymptotic error exponent for arbitrarily var- ing source with a fidelity criterion. This generalizes Marton's result in [2] for discrete memoryless source with a fidelity criterion.
机译:当错误概率小于2〜-πr时,确定具有保真度标准的任意变化源的最小压缩率(r最优率)。这将Arutyunyan和Mekaush〜[1]的结果推广到具有保真度准则的离散无存储器源,并将其称为具有保真度准则的任意变化源的强编码定理。我们还确定了使用保真度准则任意变化的源的渐近误差指数。对于具有保真度标准的离散无记忆源,这可以概括[2]中的Marton结果。

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