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Algorithm 的代码
test_5_1.m
% Algorithm 5.1.
% The 3D reconstruction algorithm from two views - calibrated case
% as described in Chapter 5, "An introduction to 3-D Vision"
% by Y. Ma, S. Soatto, J. Kosecka, S. Sastry (MASKS
campello_algo.m
% campello_algo.m
% --------------
% This function is used by Campello's algorithm to allocate bits and energy for
% each subchannel optimally.应用Campello's algorithm根据给定的信道条件汇聚成最佳的比特和能量分配
function [
kernelpls.fit.r
### kernelpls.fit.R: Kernel PLS fit algorithm for tall data.
### $Id: kernelpls.fit.R 89 2006-09-20 15:41:09Z bhm $
###
### Implements an adapted version of the `algorithm 1' described in
### Dayal,
md5.c
/* $Id: md5.c,v 1.9.2.2 2005/01/12 02:25:46 horms Exp $ */
/*
* This code implements the MD5 message-digest algorithm.
* The algorithm is due to Ron Rivest. This code was
* written by Colin Plumb
util.pm
package Algorithm::RabinKarp::Util;
use base qw(Exporter);
our @EXPORT_OK = qw( filter_regexp stream_fh stream_string);
=head1 NAME
Algorithm::RabinKarp::Util - utility methods for use with Rabin-
pointlocatortest.cpp
// $Id: PointLocatorTest.cpp 1842 2006-09-07 15:28:03Z strk $
//
// Test Suite for geos::algorithm::PointLocator
// Ported from JTS junit/algorithm/PointLocator.java
// TUT
#include
// GEOS
kernelpls.fit.r
### kernelpls.fit.R: Kernel PLS fit algorithm for tall data.
### $Id: kernelpls.fit.R 89 2006-09-20 15:41:09Z bhm $
###
### Implements an adapted version of the `algorithm 1' described in
### Dayal,
genetic.m
clear;
% function Genetic(StrAimFunc)
% This is simple genetic algorithm(SGA)
% In this function ,it fulfils genetic algorithm
global par;
M=50;
a=0.1; b=10;
lmd1=1;lmd2=2;
dlt1=1;dlt2=3;
genetic.asv
clear;
% function Genetic(StrAimFunc)
% This is simple genetic algorithm(SGA)
% In this function ,it fulfils genetic algorithm
global par;
M=50;
a=0.1; b=10;
lmd1=1;lmd2=2;
dlt1=1;dlt2=3;
test1111.m
% Choose decoding algorithm
dec_alg = input(' Please enter the decoding algorithm. (0:Log-MAP, 1:SOVA) default 0 ');
if isempty(dec_alg)
dec_alg = 0;
end
%no. of information bits
L_tot