代码搜索：GPC
找到约 855 项符合「GPC」的源代码
代码结果 855
www.eeworm.com/read/104163/6206252
c gpc.c
/*
SGPC: Simple Genetic Programming in C
(c) 1993 by Walter Alden Tackett and Aviram Carmi
This code and documentation is copyrighted and is not in the public domain.
All rights reserved.
www.eeworm.com/read/101202/6237611
h gpc.h
/*
SGPC: Simple Genetic Programming in C
(c) 1993 by Walter Alden Tackett and Aviram Carmi
This code and documentation is copyrighted and is not in the public domain.
All rights reserved.
www.eeworm.com/read/101202/6237615
c gpc.c
/*
SGPC: Simple Genetic Programming in C
(c) 1993 by Walter Alden Tackett and Aviram Carmi
This code and documentation is copyrighted and is not in the public domain.
All rights reserved.
www.eeworm.com/read/101202/6237633
h gpc.h
/*
SGPC: Simple Genetic Programming in C
(c) 1993 by Walter Alden Tackett and Aviram Carmi
This code and documentation is copyrighted and is not in the public domain.
All rights reserved.
www.eeworm.com/read/101202/6237638
c gpc.c
/*
SGPC: Simple Genetic Programming in C
(c) 1993 by Walter Alden Tackett and Aviram Carmi
This code and documentation is copyrighted and is not in the public domain.
All rights reserved.
www.eeworm.com/read/100926/6264616
gperf gpc.gperf
%{
/* ISO Pascal 7185 reserved words.
*
* For GNU Pascal compiler (GPC) by jtv@hut.fi
*
* run this through the Doug Schmidt's gperf program
* with command
* gperf -g -o -j1 -t -p -N is_r
www.eeworm.com/read/379668/6597454
m gpc.m
clear
disp('广义预测控制算法')
nn = input('时域长度nn=');
n = input('预测长度n=');
m = input('控制长度m=');
t0 = input('控制加权系数=');
a = input('柔化系数a=');
disp('最小二乘公式初始值')
t1 = 1;
d1 = input('(n+1)阶方阵P的形式：0-对角阵，1-
www.eeworm.com/read/483920/6597463
m gpc.m
clear;
mode=input('请输入模式（1为定常，2为自校正）：');
na=2;nb=2;
A=[1,zeros(1,na)];
B=zeros(1,nb);
A=fliplr(A);
B=fliplr(B);
yr=1;
arfa=0.2;
yK=0;
y0=0;y1=0;u0=0;u1=0;
y=[zeros(1,na),0]';u=zeros(1,nb)';
www.eeworm.com/read/261345/11653525
fig gpc.fig
www.eeworm.com/read/261345/11653528
m gpc.m
function varargout = GPC(varargin)
% GPC M-file for GPC.fig
% GPC, by itself, creates a new GPC or raises the existing
% singleton*.
%
% H = GPC returns the handle to a new GPC or