代码搜索：Gau 开发教程
找到约 10,000 项符合「Gau 开发教程」的源代码
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www.eeworm.com/read/464834/7060721
m gau_kernal.m
function gk=Gau_kernal(x,xi,va);
if va==0
if x==xi
gk=0;
else
gk=1;
end
else
gk=exp(-0.5*((x-xi)*inv(va)*(x-xi)'))/sqrt(2*pi);
end
%gk=exp(-0.5*(x-xi)*v
www.eeworm.com/read/464834/7060749
asv gau_kernal.asv
function gk=Gau_kernal(x,xi,va);
gk=exp(-0.5*(x-xi)*inv(va)*(x-xi)')/sqrt(2*pi*va);
%gk=exp(-0.5*(x-xi)*va*(x-xi)')/sqrt(2*pi*va);
www.eeworm.com/read/445426/7595556
m gau1.m
%函数gau1.m:ML量化器设计中分子的计算式%
function y=gau1(x)
y=x./sqrt(2*pi).*exp(-x.^2/2);
www.eeworm.com/read/296018/8128572
m gau_seid.m
%Gauss_seidel迭代法：Gau_Seid.m
%x为迭代解,sp为迭代次数，a为系数矩阵，b为常数矩阵,ep为误差精度,V1为初始变量
function [V,sp]=Gau_Seid(a,b,ep,V1)
%系数矩阵维数
n=length(a);
%误差
e=ones(n,1);
%迭代的解向量
V2=zeros(n,1);
%迭代的次数
k=0;
%电路常量与初
www.eeworm.com/read/296012/8128639
m gau_seid.m
%Gauss_seidel迭代法：Gau_Seid.m
%x为迭代解,sp为迭代次数，a为系数矩阵，b为常数矩阵,ep为误差精度,V1为初始变量
function [V,sp]=Gau_Seid(a,b,ep,V1)
%系数矩阵维数
n=length(a);
%误差
e=ones(n,1);
%迭代的解向量
V2=zeros(n,1);
%迭代的次数
k=0;
%电路常量与初
www.eeworm.com/read/324341/13271061
m fc_gau.m
function y=fc_gau(e,e_dot)
%Rule Base
rule_base=[4,4,4,3,2;
4,4,3,2,1;
4,3,2,1,0;
3,2,1,0,0;
2,1,0,0,0;];
%gains
g0=1;
g1=1;
h=1;
%input of fuzzy
www.eeworm.com/read/324341/13271076
m ips_gau.m
clear;clc;
%Initial Condition
x(1,:)=[0.1,0,0];
%Simulation Setting
h=0.001;
% Set point r=0;
r=0;
k=1;
for t=h:h:3;
% The output of Fuzzy Controller
%fc is a function of Fuzzy
www.eeworm.com/read/239320/13287972
m poly_gau.m
function c=poly_gau(m)
% function c=poly_gau(m)
% INPUT:
% m degree polynomial
% OUTPUT:
% c roots of m-degree gauss-legendre polynomial in [0,1]^m
% (c) DDE-BIFTOOL v. 1.00, 15/03/2000
% gauss-le
www.eeworm.com/read/15915/561022
htm 0608gau.htm
www.eeworm.com/read/15970/605944