Results 1 - 10 for algorithms hamming.
 | | Hamming distance - Wikipedia, the free encyclopedia
... chessboard), the points at a Hamming distance of 1 constitute the von Neumann neighborhood of that point. Algorithm example. The Python function hamdist() computes the Hamming distance ... | http://en.wikipedia.org/wiki/Hamming_distance |
 | | Algorithms.Hamming
public static final class Algorithms.Hamming extends java.lang.Object. A collection of Hamming Window-related algorithms. Author: Stephen Sinclair, Serguei Mokhov | http://marf.sourceforge.net/api/marf/math/Algorithms.Hamming.html |
 | | Hamming code - Wikipedia, the free encyclopedia
2.1 General algorithm; 3 Hamming codes with additional parity (SECDED) 4 Hamming(7,4) code; 5 Construction of G and H; 6 Encoding; 7 Hamming(8,4) code; 8 Hamming(11,7) code; 9 See also; 10 References; 11 ... | http://en.wikipedia.org/wiki/Hamming_code |
 | | Algorithm::Hamming::Perl
Perl implementation of ECC Hamming encoding, ... hamming (SCALAR) Returns the Hamming code from the provided input data. unhamming (SCALAR) | http://kobesearch.cpan.org/htdocs/Algorithm-Hamming-Perl/Algorithm/Hamming/ Perl.html |
 | | CPAN Forum - Algorithm-Hamming-Perl
This section of the site is for discussing the Algorithm-Hamming-Perl CPAN distribution. All the posts related to modules of BDGREGG. The whole web site is new, so there are no ... | http://www.cpanforum.com/dist/Algorithm-Hamming-Perl |
 | | www.cpan.org
NAME. Algorithm::Hamming::Perl - Perl implementation of ECC. Hamming encoding, for single bit auto error correction. SYNOPSIS. use Algorithm::Hamming::Perl qw(hamming ... | http://www.cpan.org/modules/by-module/Algorithm/BDGREGG/Algorithm-Hamming-P erl-0.05.readme |
 | | Browse and search CPAN : Algorithm-Hamming-Perl
Browse and search CPAN ... Development Stage (Note: *NO IMPLIED TIMESCALES*) Alpha testing: Support Level: Usenet newsgroup comp.lang.perl.modules | http://cpan.uwinnipeg.ca/dist/Algorithm-Hamming-Perl |
 | | Approximation algorithms for Hamming clustering problems
290 L. G¸asieniecetal. /Journal of Discrete Algorithms 2 (2004) 289-301 1. Introduction Let Z n 2 be the set of all strings of length n over the alphabet{0 , 1}.For any ? ?Z n ... | http://www.df.lth.se/~jj/Publications/HClust4_JDA2004.pdf |
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