Add ScanStatMC to Experience plan
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@ -170,22 +170,21 @@ We compute the p-value associated to all 5 sequences, and stock them in a vector
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```{r}
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```{r}
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#We start by computing the empirical distribution for lambda0
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#We start by computing the empirical distribution for lambda0
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Emp = EmpDistrib(lambda0,n_sample,T,tau)
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Emp = EmpDistrib(lambda0,n_sample,T,tau)
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scan = c()
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pvalue = c()
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pvalue = c()
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index_scan = c()
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index_scan = c()
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#Then, we stock the p-value and the
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#Then, we stock the p-value and the
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for (i in 1:NbSeqH0){
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for (i in 1:NbSeqH0){
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ppi = DataH0[[i]]
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ppi = DataH0[[i]]
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result=PValue(Emp,DataH0[[i]],T,tau)
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result = PValue(Emp,ppi,T,tau)
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scan = c(scan,result[1])
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scan = c(scan,result[1])
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pvalue = c(pvalue,result[2])
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pvalue = c(pvalue,result[2])
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index_scan = c(index_scan,result[3])
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index_scan = c(index_scan,result[3])
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#cat(paste("\nSimulation for the sequence", i, ", for lambda0=",lambda0, " ,lambda1=", lambda1, " , scan=", result[1] ,"p-value=",result[2]))
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#print(length(ppi))
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}
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}
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#ScS_H0=data.frame(num=1:NbSeqH0, scan_stat=scan, pvalue_scan=pvalue, class=(pvalue<0.05), begin_scan=index_scan)
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#sum(ScS_H0$class[which(ScS_H0$class==TRUE)])/NbSeqH0
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ScS_H0=data.frame(num=(1:NbSeqH0), scan_stat=scan, pvalue_scan=pvalue,class=c(pvalue<0.05))
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sum(ScS_H0$class[which(ScS_H0$class==TRUE)])/NbSeqH0
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```
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```
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```{r}
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```{r}
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@ -209,6 +208,25 @@ sum(ScS_H1$class[which(ScS_H0$class==TRUE)])/NbSeqH1
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ScS_H1
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ScS_H1
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```
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```
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```{r}
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ScanStatMC <- function(NbSeq, T, tau, Emp, pp0){
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scan=c()
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pvalue=c()
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index_scan=c()
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for (i in 1:NbSeq){
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ppi=pp0[[i]]
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result=PValue(Emp,ppi,T,tau)
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scan=c(scan,result[1])
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pvalue=c(pvalue,result[2])
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index_scan=c(index_scan,result[3])
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}
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ScS_H0=data.frame(num=(1:NbSeq), scan_stat=scan, pvalue_scan=pvalue,class=c(pvalue<0.05))
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return(ScS_H0)
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}
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```
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## 3. Local score
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## 3. Local score
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### Distribution of scores via Monte Carlo
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### Distribution of scores via Monte Carlo
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```{r}
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```{r}
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@ -294,7 +312,7 @@ LocaScoreMC <- function(lambda0, lambda1, NbSeq, T, X_seq, P_X, tbe0){
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}
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}
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```
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```
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### Experience plan
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## 4. Experience plan for comparaison
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```{r}
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```{r}
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NbSeq = 10**3
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NbSeq = 10**3
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T = 10
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T = 10
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@ -304,30 +322,44 @@ for (lambda0 in (2:5)){
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cat("For T = ", T, ", Nb = ", NbSeq, "lambda0 = ", lambda0, "and lambda1 = ", lambda1, ":\n", sep = "")
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cat("For T = ", T, ", Nb = ", NbSeq, "lambda0 = ", lambda0, "and lambda1 = ", lambda1, ":\n", sep = "")
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tbe0=vector("list",length=NbSeq)
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tbe0=vector("list",length=NbSeq)
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pp0 = vector("list", length = NbSeq)
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for (i in (1:NbSeq)) {
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for (i in (1:NbSeq)) {
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ppi = PoissonProcess(lambda0,T)
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ppi = PoissonProcess(lambda0,T)
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ni=length(ppi)
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ni=length(ppi)
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pp0[[i]] = ppi
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tbei=ppi[2:ni]-ppi[1:ni-1]
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tbei=ppi[2:ni]-ppi[1:ni-1]
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tbe0[[i]]=tbei
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tbe0[[i]]=tbei
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}
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}
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cat("- Empiric version:\n")
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cat("- Empiric version:\n")
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Score = ScoreDistribEmpiric(lambda0, lambda1, NbSeq, T)
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Score = ScoreDistribEmpiric(lambda0, lambda1, NbSeq, T)
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Emp = EmpDistrib(lambda0,n_sample,T,tau)
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X_seq = Score$Score_X
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X_seq = Score$Score_X
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P_X = Score$P_X
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P_X = Score$P_X
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LS_H0 = LocaScoreMC(lambda0, lambda1, NbSeq, T, X_seq, P_X, tbe0)
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LS_H0 = LocaScoreMC(lambda0, lambda1, NbSeq, T, X_seq, P_X, tbe0)
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SS_H0 = ScanStatMC(NbSeq, T, tau, Emp, pp0)
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cat("Local Score:\n")
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print(summary(LS_H0))
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print(summary(LS_H0))
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cat("Scan Statistics:\n")
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print(summary(SS_H0))
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cat("- Elisa version:\n")
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cat("- Elisa version:\n")
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Score = ScoreDistribElisa(lambda0, lambda1, T)
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Score = ScoreDistribElisa(lambda0, lambda1, T)
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Emp = EmpDistrib(lambda0,n_sample,T,tau)
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X_seq = Score$Score_X
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X_seq = Score$Score_X
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P_X = Score$P_X
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P_X = Score$P_X
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LS_H0 = LocaScoreMC(lambda0, lambda1, NbSeq, T, X_seq, P_X, tbe0)
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LS_H0 = LocaScoreMC(lambda0, lambda1, NbSeq, T, X_seq, P_X, tbe0)
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SS_H0 = ScanStatMC(NbSeq, T, tau, Emp, pp0)
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cat("Local Score:\n")
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print(summary(LS_H0))
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print(summary(LS_H0))
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cat("Scan Statistics:\n")
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print(summary(SS_H0))
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cat("---\n")
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cat("---\n")
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}
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}
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}
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}
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