Partial characterization of the positive capacity region of two-dimensional asymmetric run length constrained channels

@article{Kato2000PartialCO,
  title={Partial characterization of the positive capacity region of two-dimensional asymmetric run length constrained channels},
  author={Akiko Kato and Kenneth Zeger},
  journal={IEEE Trans. Information Theory},
  year={2000},
  volume={46},
  pages={2666-2670}
}
A binary sequence satisfies a one-dimensional ( ) run length constraint if every run of zeros has length at least and at most . A two-dimensional binary pattern is ( )-constrained if it satisfies the one-dimensional ( ) run length constraint horizontally and the one-dimensional( ) run length constraint vertically. For given and , the asymmetric two-dimensional capacity is defined as = lim (1 ( )) log2 ( ) Manuscript received December 2, 1999. This work was supported in part by the National… CONTINUE READING
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