📄 searchmaxmin.m
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close all;
clear all;
%normalized missalarm
%to produce the missing alarm of SIR state estimation and smoothed residual
n = 1:600;%sample steps
stdw = sqrt(10);
ngrid = 50;
npar = 500;%particle number
N = length(n);
zideal=zeros(1,N);
error=zeros(1,N);
d=zeros(1,N);
Dmiss=zeros(1,N);
M=20;
H=0.1:0.1:0.9;
missalarm=zeros(1,9);
A=50;F=300;D=300;
for h=1:9 %threshold from 50,60,70,......200
missN=0;
for s=1:50
%N=500
% Generate the state process and observations
x0 = 0.1;
c0 = 1;
b0=25;
xpath = zeros(1,N);
xmean=0;xvariance=0.1;
ymean=0;yvariance=1;
xnoise=gauss(xmean,xvariance,N);
ynoise=gauss(ymean,yvariance,N);
b=b0;
xpath(1) = x0/2 + b*x0/(1+x0^2) +8*cos(0) +xnoise(1) ;
for i=2:N
if i<301
b=b0;
else
b=b0*5;
end
xpath(i) = xpath(i-1)/2 + b*xpath(i-1)/(1+xpath(i-1)^2) +8*cos(1.2*(i-1)) + xnoise(i);
end
zpath = 1/20*(xpath.^2) + ynoise;
% Particle filter with resampling
w = ones(npar,1)/npar; % npar denotes the number of particles
xprev = randn(npar, 1);
SParMat = zeros(npar, N);
SXParMat = zeros(npar, N);
sxparpath = zeros(1,N);
for i=1:N %N denotes the number of samples
missnumber=0;
xnext = drawpar(xprev, stdw, i);
xs = (xnext.^2)/20;
w = w.*(1/sqrt(2*pi)*exp(-((zpath(i)-xs).^2)/2));
%Li=sum(l)/npar;%i时刻的所有粒子似然函数值均值
%likelihood(i)=Li;
%Di=0;
%if i<20
% for j=1:i
% Di=Di+(-(log(likelihood(j))));
% end
%else
% for j=i-20+1:i
% Di=Di+(-(log(likelihood(j))));
% end
%end
%D(i)=Di;
w = w/sum(w);
SParMat(:,i) = w;
SXParMat(:,i) = xnext;
sxparpath(i) = w'*xnext;
[xprev, w] = impResample(xnext, w);
zideal(i)=1/20*sxparpath(i)^2;%the ideal observation at time i
error(i)=abs(zideal(i)-zpath(i));
Error=0;
if i<M
for j=1:i
Error=Error+error(j);
end
d(i)=1/i*Error;
else
for j=i-M+1:i
Error=Error+error(j);
end
d(i)=1/M*Error;
end
%if i>300
% if d(i)<h
% missnumber=missnumber+1;
% else
% missnumber=missnumber;
%end
%end
end
D=sum(d);
for i=1:N
Dmiss(i)=d(i)/D;
end
minDmiss=Dmiss(1);
maxDmiss=Dmiss(1);
for i=2:N
if Dmiss(i)>maxDmiss
maxDmiss=Dmiss(i);
elseif Dmiss(i)<minDmiss
minDmiss=Dmiss(i);
end
end
end
end
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