New Bounds on the Capacity of Multidimensional Run-Length Constraints
نویسندگان
چکیده
منابع مشابه
Zero Capacity Region of Multidimensional Run Length Constraints
For integers d and k satisfying 0 d k, a binary sequence is said to satisfy a one-dimensional (d; k) run length constraint if there are never more than k zeros in a row, and if between any two ones there are at least d zeros. For n 1, the n-dimensional (d; k)-constrained capacity is defined as C(n) d;k = lim m1;m2;:::;mn!1 log2N (n;d;k) m1;m2;:::;mn m1m2 mn where N (n;d;k) m1;m2;:::;mn denotes ...
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15 صفحه اولOn the capacity of two-dimensional run-length constrained channels
Two-dimensional binary patterns that satisfy onedimensional (d; k) run-length constraints both horizontally and vertically are considered. For a given d and k, the capacity Cd; k is defined as Cd; k = limm;n!1 log2N (d; k) m;n =mn, where N (d; k) m;n denotes the number of m n rectangular patterns that satisfy the two-dimensional (d; k) run-length constraint. Bounds on Cd; k are given and it is ...
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To my parents ACKNOWLEDGEMENTS I have cherished the opportunity to work with Dr. Steven W. McLaughlin. His constant encouragement and enthusiasm have made us all feel comfortable. I am very grateful for his guidance, and wish him and his family the very best in coming years. V. Kuznetsov for several helpful discussions and insights. Other not-so-insightful, but nevertheless entertaining discuss...
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ژورنال
عنوان ژورنال: IEEE Transactions on Information Theory
سال: 2011
ISSN: 0018-9448,1557-9654
DOI: 10.1109/tit.2011.2119464