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Improved bit-stuffing bounds on two-dimensional constraints

机译:改进了二维约束上的位填充边界

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摘要

We derive lower bounds on the capacity of certain two-dimensional (2-D) constraints by considering bounds on the entropy of measures induced by bit-stuffing encoders. A more detailed analysis of a previously proposed bit-stuffing encoder for (d,/spl infin/)-runlength-limited (RLL) constraints on the square lattice yields improved lower bounds on the capacity for all d /spl ges/ 2. This encoding approach is extended to (d,/spl infin/)-RLL constraints on the hexagonal lattice, and a similar analysis yields lower bounds on the capacity for d /spl ges/ 2. For the hexagonal (1,/spl infin/)-RLL constraint, the exact coding ratio of the bit-stuffing encoder is calculated and is shown to be within 0.5% of the (known) capacity. Finally, a lower bound is presented on the coding ratio of a bit-stuffing encoder for the constraint on the square lattice where each bit is equal to at least one of its four closest neighbors, thereby providing a lower bound on the capacity of this constraint.
机译:通过考虑位填充编码器引起的度量熵的边界,我们得出了某些二维(2-D)约束的容量的下界。对先前建议的位填充编码器进行更详细的分析,以解决方格上的(d,/ spl infin /)-游程长度限制(RLL)约束,从而改善了所有d / spl ges / 2的容量下限。编码方法扩展到六边形格子上的(d,/ spl infin /)-RLL约束,并且类似的分析得出d / spl ges / 2的容量下限。对于六边形(1,/ spl infin /) -RLL约束,计算出位填充编码器的精确编码率,并显示在(已知)容量的0.5%之内。最后,在位填充编码器的编码率上给出一个下限,以约束方格,其中每个位均等于其四个最近邻居中的至少一个,从而为该约束的容量提供下限。

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