n通道非对称多描述格向量Quantization
n-Channel Asymmetric Multiple-Description Lattice Vector Quantization
摘要:
我们提出了最佳熵约束的多描述格矢量量化器的解析表达式,在高分辨率的假设下,最大限度地减少给定的丢包概率的预期失真。我们考虑的非对称情况下,允许丢包概率和侧熵是不平等的,并找到最佳量化器的任何数量的描述在任何维度。我们表明,归一化的二阶矩的侧量化给出了一个$L$维球体独立的晶格的选择。此外,我们表明,最佳的比特分布之间的描述是不唯一的。事实上,在一定限度内,比特可以任意分布。
英文摘要:
We present analytical expressions for optimal entropy-constrained multiple-description lattice vector quantizers which, under high-resolutions assumptions, minimize the expected distortion for given packet-loss probabilities. We consider the asymmetric case where packet-loss probabilities and side entropies are allowed to be unequal and find optimal quantizers for any number of descriptions in any dimension. We show that the normalized second moments of the side-quantizers are given by that of an $L$-dimensional sphere independent of the choice of lattices. Furthermore, we show that the optimal bit-distribution among the descriptions is not unique. In fact, within certain limits, bits can be arbitrarily distributed.
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