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d578c87b4351ed77b3cbf392dce33512
mooc-rr
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b6b0a4af
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b6b0a4af
authored
Apr 05, 2020
by
Hugues de Courson
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exercice_fr.Rmd
module3/exo3/exercice_fr.Rmd
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exercice_fr.log
module3/exo3/exercice_fr.log
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exercice_fr.out
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module3/exo3/exercice_fr.Rmd
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b6b0a4af
...
...
@@ -54,7 +54,8 @@ vivantes_nonfum <- sum(data$Status[data$Smoker=="No"]=="Alive")
decedees_fum <- sum(data$Status[data$Smoker=="Yes"]=="Dead")
decedees_nonfum <- sum(data$Status[data$Smoker=="No"]=="Dead")
tab_1 <- data.frame(Vivantes = c(vivantes_fum,vivantes_nonfum), Decedees = c(decedees_fum,decedees_nonfum), row.names = c("Fumeuses","Non fumeuses"))
tab_1 <- data.frame(Vivantes = c(vivantes_fum,vivantes_nonfum),
Decedees = c(decedees_fum,decedees_nonfum), row.names = c("Fumeuses","Non fumeuses"))
kable(tab_1,align = 'l')
```
...
...
@@ -73,7 +74,10 @@ nb_viv <- sum(data$Status=="Alive")
nb_deces <-sum(data$Status=="Dead")
tot <- sum(data$Status=="Alive"|data$Status=="Dead")
tab_2 <- data.frame(cbind(rbind(mort_fum, vivant_fum, nb_fum)), rbind(mort_nonfum,vivant_nonfum, nb_nonfum),rbind(nb_deces,nb_viv,tot))
tab_2 <- data.frame(cbind(rbind(mort_fum, vivant_fum, nb_fum)),
rbind(mort_nonfum,vivant_nonfum, nb_nonfum),
rbind(nb_deces,nb_viv,tot))
row.names(tab_2) <- c("Decedees", "Vivantes","Total")
names(tab_2) <- c("Fumeuses", "Non Fumeuses", "Total")
...
...
@@ -83,8 +87,10 @@ kable(tab_2,align = "c")
# Representation graphique
Ceci passe par la création d'un tableau avec les pourcentages de mortalité
```{r representation graphique taux de mortalite}
tab_3 <- data.frame(cbind(rbind((sum(data$Status[data$Smoker=="Yes"]=="Dead")/sum(data$Smoker=="Yes"))*100,(sum(data$Status[data$Smoker=="Yes"]=="Alive")/sum(data$Smoker=="Yes"))*100)),
rbind((sum(data$Status[data$Smoker=="No"]=="Dead")/sum(data$Smoker=="No"))*100,(sum(data$Status[data$Smoker=="No"]=="Alive")/sum(data$Smoker=="No"))*100))
tab_3 <- data.frame(cbind(rbind((sum(data$Status[data$Smoker=="Yes"]=="Dead")/sum(data$Smoker=="Yes"))*100,
(sum(data$Status[data$Smoker=="Yes"]=="Alive")/sum(data$Smoker=="Yes"))*100)),
rbind((sum(data$Status[data$Smoker=="No"]=="Dead")/sum(data$Smoker=="No"))*100,
(sum(data$Status[data$Smoker=="No"]=="Alive")/sum(data$Smoker=="No"))*100))
names(tab_3) <- c("Fumeuses", "Non fumeuses")
row.names(tab_3) <- c("Decedees", "Vivantes")
...
...
@@ -156,10 +162,12 @@ tab_5 <- ftable(data[,c(1,2,4)])
tab_5 <- round(prop.table(tab_5,2)*100,1)
tab_5 <- rbind(tab_5, tab1(data$cl_age)$output.table[,1])
tab_5 <- as.table(tab_5)
row.names(tab_5) <- c("Non fumeuses vivantes ", "Non fumeuses decedees", "Fumeuses vivantes", "Fumeuses decedees" ,"Effectifs")
row.names(tab_5) <- c("Non fumeuses vivantes ", "Non fumeuses decedees",
"Fumeuses vivantes", "Fumeuses decedees" ,"Effectifs")
colnames(tab_5) <- c("[18;34]", "[35;54]", "[55;64]", "[65;[")
kable(tab_5,"latex", align = "c") %>% kable_styling(latex_options = "striped", stripe_index = c(1,2))
kable(tab_5,"latex", align = "c") %>% kable_styling(latex_options = "striped",
stripe_index = c(1,2))
```
## Et maintenant on trace les barplots
...
...
@@ -170,14 +178,18 @@ Et autre [lien](https://sites.google.com/site/rgraphiques/realiser-des-graphique
```{r deuxieme barplot}
par(mar = c(5,5,5,13))
barplot(tab_5[c(1:4),], col = c("gray","black","gray","black"), density = c(30,30,40,100),angle = c(70,70,0,0))
barplot(tab_5[c(1:4),], col = c("gray","black","gray","black"), density = c(30,30,40,100),
angle = c(70,70,0,0))
xmin <- par("usr")[1]
xmax <- par("usr")[2]
ymin <- par("usr")[3]
ymax <- par("usr")[4]
par(xpd=TRUE)
lambda <- 0.025
legend(((1 + lambda) * par("usr")[2] - lambda * par("usr")[1]),50, legend = c("Non fumeuses vivantes", "Non fumeuses decedees", "Fumeuses vivantes", "Fumeuses decedees"), fill = c("gray","black","gray","black"),density = c(30,30,40,100),angle = (c(70,70,0,0)))
legend(((1 + lambda) * par("usr")[2] - lambda * par("usr")[1]),50,
legend = c("Non fumeuses vivantes", "Non fumeuses decedees",
"Fumeuses vivantes", "Fumeuses decedees"),
fill = c("gray","black","gray","black"),density = c(30,30,40,100),angle = (c(70,70,0,0)))
```
...
...
@@ -199,8 +211,8 @@ On récupère les valeurs min et max du plot précédent
## Et maintenant on peut obtenir les intervalles de confiance
<!--# Pour le premier groupe d'age non fumeuses decedees-->
```{r IC premier groupe dage non fum
, include=FALSE
}
#Pour le premier groupe d'age non fumeuses decedees
```{r IC premier groupe dage non fum}
x <- tab_5[2,1]
n <- tab_5[5,1]
...
...
@@ -209,8 +221,8 @@ IC1<- round(IC(x),1)
IC1 <- paste(c(IC1[1],"[",IC1[2],"-",IC1[3],"]"),collapse = "")
```
<!--# Pour le premier groupe d'age fumeuses decedees-->
```{r IC premier groupe dage fum
, include=FALSE
}
# Pour le premier groupe d'age fumeuses decedees
```{r IC premier groupe dage fum}
x <- tab_5[4,1]
n <- tab_5[5,1]
...
...
@@ -219,8 +231,8 @@ IC2 <- round(IC(x),1)
IC2 <- paste(c(IC2[1],"[",IC2[2],"-",IC2[3],"]"), collapse = "")
```
<!--# Pour le deuxième groupe d'age non fum-->
```{r IC deuxieme groupe dage non fum
, include=FALSE
}
# Pour le deuxième groupe d'age non fum
```{r IC deuxieme groupe dage non fum}
x <- tab_5[2,2]
n <- tab_5[5,2]
...
...
@@ -229,8 +241,8 @@ IC3 <- round(IC(x),1)
IC3 <- paste(c(IC3[1],"[",IC3[2],"-",IC3[3],"]"),collapse = "")
```
<!--# Pour le deuxième groupe d'age fum-->
```{r IC deuxieme groupe dage fum
, include=FALSE
}
# Pour le deuxième groupe d'age fum
```{r IC deuxieme groupe dage fum}
x <- tab_5[4,2]
n <- tab_5[5,2]
...
...
@@ -239,8 +251,8 @@ IC4 <- round(IC(x),1)
IC4 <- paste(c(IC4[1],"[",IC4[2],"-",IC4[3],"]"),collapse = "")
```
<!--# Pour le troisieme groupe d'age non fum-->
```{r IC troisieme groupe dage non fum
, include=FALSE
}
# Pour le troisieme groupe d'age non fum
```{r IC troisieme groupe dage non fum}
x <- tab_5[2,3]
n <- tab_5[5,3]
...
...
@@ -249,8 +261,8 @@ IC5 <- round(IC(x),1)
IC5 <- paste(c(IC5[1],"[",IC5[2],"-",IC5[3],"]"),collapse = "")
```
<!--# Pour le troisieme groupe d'age fum-->
```{r IC troisieme groupe dage fum
, include=FALSE
}
# Pour le troisieme groupe d'age fum
```{r IC troisieme groupe dage fum}
x <- tab_5[4,3]
n <- tab_5[5,3]
...
...
@@ -258,8 +270,8 @@ n <- tab_5[5,3]
IC6 <- round(IC(x),1)
IC6 <- paste(c(IC6[1],"[",IC6[2],"-",IC6[3],"]"),collapse = "")
```
<!--# Pour le quatrieme groupe d'age non fum-->
```{r IC quatrieme groupe dage non fum
, include=FALSE
}
# Pour le quatrieme groupe d'age non fum
```{r IC quatrieme groupe dage non fum}
x <- tab_5[2,4]
n <- tab_5[5,4]
...
...
@@ -269,8 +281,8 @@ IC7 <- paste(c(IC7[1],"[",IC7[2],"-",IC7[3],"]"),collapse = "")
```
<!--# Pour le quatrieme groupe d'age fum-->
```{r IC quatrieme groupe dage fum
, include=FALSE
}
Pour le quatrieme groupe d'age fum
```{r IC quatrieme groupe dage fum}
x <- tab_5[4,4]
n <- tab_5[5,4]
...
...
@@ -334,7 +346,8 @@ Pour cela on introduit un polynome fractionnaire dans le modèle de régression.
library(mfp)
reguniage2 <- mfp(deces~fp(Age, df =4, select = 1, scale = T), family = binomial, data = data)
reguniage2 <- mfp(deces~fp(Age, df =4, select = 1, scale = T),
family = binomial, data = data)
summary(reguniage2)
```
...
...
@@ -352,3 +365,7 @@ logistic.display(regtot)
Et là on constate une inversion de l'odds ratio associé au tabac lorsque l'on ajuste sur l'âge...
Soit l'âge est un facteur confondant sur la relation entre le fait d'être fumeur et le risque de décés, soit il s'agit d'un modificateur de l'effet.
Dans tous les cas l'interprétation brute du de la relation entre le fait de fumer et l'âge n'est pas juste.
module3/exo3/exercice_fr.log
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Package atveryend Info: Empty hook `BeforeClearDocument' on input line 623.
Package hyperref Warning: Difference (2) between bookmark levels is greater
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Package atveryend Info: Empty hook `AfterLastShipout' on input line 623.
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Package atveryend Info: Empty hook `BeforeClearDocument' on input line 816.
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Package atveryend Info: Empty hook `AfterLastShipout' on input line 816.
(./exercice_fr.aux)
Package atveryend Info: Executing hook `AtVeryEndDocument' on input line
623
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Package atveryend Info: Executing hook `AtEndAfterFileList' on input line
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Package rerunfilecheck Info: File `exercice_fr.out' has not changed.
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Here is how much of TeX's memory you used:
147
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21
4645
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34
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183
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52
237 words of font info for 72
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147
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21
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string characters out of 6129481
34
2038
words of memory out of 5000000
183
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multiletter control sequences out of 15000+600000
52
320 words of font info for 73
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1141 hyphenation exceptions out of 8191
32i,9n,38p,
1190b,455
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32i,9n,38p,
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...
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Output written on exercice_fr.pdf (
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Output written on exercice_fr.pdf (
10 pages, 24876
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PDF statistics:
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104
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206 compressed objects within 3
object streams
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named destinations out of 1000 (max. 500000)
104
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words of extra memory for PDF output out of 12000 (max. 10000000)
module3/exo3/exercice_fr.out
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b6b0a4af
module3/exo3/exercice_fr.pdf
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