#Multinormal distribution density function
multinormal<-function(y,mean,sigma)
{
pdf_value<-(1/sqrt(2*3.14159265358979323846*sigma))*exp(-(y-mean)*(y-mean)/(2*sigma));
return (pdf_value)
}
#LOD value test
likelihood<-function(xxn,xxx,yn,bbo)#xxn:fix matrix;xxx:gene matrix;yn:pheno matrix;bbo:gene effect from EM_bayes2010
{
nq<-ncol(xxx)
ns<-nrow(yn)
at1<-0
ww1<-as.matrix(which(abs(bbo)>1e-5))
at1<-dim(ww1)[1]
lod<-matrix(rep(0,nq),nq,1)
if(at1>0.5)
ad<-cbind(xxn,xxx[,ww1])
else
ad<-xxn
#if(abs(det(crossprod(ad,ad)))<1e-6)
if(abs(min(eigen(crossprod(ad,ad))$values))<1e-6)
bb<-solve(crossprod(ad,ad)+diag(ncol(ad))*0.01)%*%crossprod(ad,yn)
else
bb<-solve(crossprod(ad,ad))%*%crossprod(ad,yn)
vv1<-as.numeric(crossprod((yn-ad%*%bb),(yn-ad%*%bb))/ns);
ll1<-sum(log(abs(multinormal(yn,ad%*%bb,vv1))))
sub<-1:ncol(ad);
if(at1>0.5)
{
for(i in 1:at1)
{
#ij<-which(sub!=sub[i+1])
ij<-which(sub!=sub[i+ncol(xxn)])
ad1<-ad[,ij]
#if(abs(det(crossprod(ad1,ad1)))<1e-6)
if(abs(min(eigen(crossprod(ad1,ad1))$values))<1e-6)
bb1<-solve(crossprod(ad1,ad1)+diag(ncol(ad1))*0.01)%*%crossprod(ad1,yn)
else
bb1<-solve(crossprod(ad1,ad1))%*%crossprod(ad1,yn)
vv0<-as.numeric(crossprod((yn-ad1%*%bb1),(yn-ad1%*%bb1))/ns);
ll0<-sum(log(abs(multinormal(yn,ad1%*%bb1,vv0))))
lod[ww1[i]]<--2.0*(ll0-ll1)/(2.0*log(10))
}
}
return (lod)
}
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