w<-t(matrix(b[1:6],2,3)) rho<-b[7] X<-cbind(1,seq(1, 20, 1),min(birthY)) U<-cbind(X%*%w,0) ival<-log(exp(U[,1]/rho)+exp(U[,2]/rho)) #クラスター選択確率 CL1<-exp(rho*ival)/(exp(rho*ival)+exp(U[,3])) CL2<-exp(U[,3])/(exp(rho*ival)+exp(U[,3]))#無職選択確率 #正規、非正規選択確率の計算 P1<-CL1*exp(U[,1]/rho)/(exp(U[,1]/rho)+exp(U[,2]/rho)) P2<-CL1*exp(U[,2]/rho)/(exp(U[,1]/rho)+exp(U[,2]/rho)) hazard<-cbind(P1,P2,CL2) matplot(hazard,type="s") surv<-matrix(NA,20,1) for(k in 1:20){ surv[k,]<-prod(CL2[1:k]) } event<-cbind(surv*hazard[,1],surv*hazard[,2]) matplot(event,type="s") surv<-cbind(matrix(NA,20,2),surv) for(k in 1:20){ surv[k,1]<-sum(event[1:k,1]) surv[k,2]<-sum(event[1:k,2]) } matplot(surv,type="s")