发明名称 |
Approximate enumerative coding method and apparatus |
摘要 |
An approximate enumerative coding method (100, 200) and apparatus (300) employ a cardinality-approximating (C-A) lower bound in mapping a message M to a 2-dimensional (2-D) codeword array that satisfies a 2-D constraint. The method (100) includes encoding the message M as a codeword array X using an encoder apparatus. The encoding determines entries in a codeword array X using the C-A lower bound. The C-A lower bound is a function of several terms, namely a memory term k, a cardinality of a set of sequences satisfying a horizontal constraint, a columnar extension probability of the 2-D constraint, and a non-negative constant that is a function of the columnar extension probability. The apparatus (300) includes an encoder processor (310), memory (320) and a computer program (330) stored in the memory (320) and executed by the encoder processor (310). |
申请公布号 |
US8902929(B2) |
申请公布日期 |
2014.12.02 |
申请号 |
US200913258394 |
申请日期 |
2009.06.26 |
申请人 |
Hewlett-Packard Developent Company, L.P. |
发明人 |
Ordentlich Erik;Roth Ron M. |
分类号 |
H04J3/00;H03M5/14 |
主分类号 |
H04J3/00 |
代理机构 |
North Shore Associates |
代理人 |
North Shore Associates ;Johnson J. Michael |
主权项 |
1. A method of approximate enumerative coding satisfying a 2-dimensional (2-D) constraint, the method comprising:
providing a message M representing physical information; and encoding the message M as a codeword array X using an encoder apparatus, encoding comprising determining entries in the codeword array X using a cardinality-approximating (C-A) lower bound, the C-A lower bound being a function of (a) an integer-valued term k that is greater than one, (b) a cardinality of a set of sequences satisfying a horizontal constraint, (c) a columnar extension probability of the 2-D constraint, and (d) a non-negative constant that is a function of the columnar extension probability, wherein the codeword array X is one or more of stored in a memory, transmitted over a communication channel, and presented to a user. |
地址 |
Houston TX US |