This example shows the development of plots of Andre-Michel Guerry’s
(1833) data on crime and literacy in France ## Load packages
library(ggplot2)
library(ggrepel)
Load the data
data(Guerry, package="Guerry")
head(Guerry[, 1:9])
## dept Region Department Crime_pers Crime_prop Literacy Donations Infants
## 1 1 E Ain 28870 15890 37 5098 33120
## 2 2 N Aisne 26226 5521 51 8901 14572
## 3 3 C Allier 26747 7925 13 10973 17044
## 4 4 E Basses-Alpes 12935 7289 46 2733 23018
## 5 5 E Hautes-Alpes 17488 8174 69 6962 23076
## 6 7 S Ardeche 9474 10263 27 3188 42117
## Suicides
## 1 35039
## 2 12831
## 3 114121
## 4 14238
## 5 16171
## 6 52547
Start with basic scatterplot
ggplot(aes(x=Literacy, y=Crime_pers/1000), data=Guerry) +
geom_point(size=2)
![](data:image/png;base64,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)
# ggsave("guerry-crime1.png", width=5, height=5)
Add data ellipses
Data ellipses give a visual assessment of the correlation between
variables
ggplot(aes(x=Literacy, y=Crime_pers/1000), data=Guerry) +
geom_point(size=2) +
stat_ellipse(level=0.68, color="blue", size=1.2) +
stat_ellipse(level=0.95, color="gray", size=1, linetype=2)
![](data:image/png;base64,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)
# ggsave("guerry-crime2.png", width=5, height=5)
Add smooths
ggplot(aes(x=Literacy, y=Crime_pers/1000), data=Guerry) +
geom_point(size=2) +
stat_ellipse(level=0.68, color="blue", size=1.2) +
stat_ellipse(level=0.95, color="gray", size=1, linetype=2) +
geom_smooth(method="lm", formula=y~x, fill="lightblue") +
geom_smooth(method="loess", formula=y~x, color="red", se=FALSE)
![](data:image/png;base64,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)
# ggsave("guerry-crime3.png", width=5, height=5)
Do some styling
gplot <- last_plot()
gplot + theme_bw(base_size = 18)
![](data:image/png;base64,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)
Put the steps together
ggplot(aes(x=Literacy, y=Crime_pers/1000), data=Guerry) +
geom_point(size=2) +
stat_ellipse(level=0.68, color="blue", size=1.2) +
stat_ellipse(level=0.95, color="gray", size=1, linetype=2) +
geom_smooth(method="lm", formula=y~x, fill="lightblue") +
geom_smooth(method="loess", formula=y~x, color="red", se=FALSE) +
theme_bw() + theme(text = element_text(size=18))
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)
# ggsave("guerry-crime4.png", width=5, height=5)
Use Mahalanobis Dsq to label unusual points
gdf <- Guerry[, c("Literacy", "Crime_pers", "Department")]
gdf$dsq <- heplots::Mahalanobis(gdf[, 1:2])
ggplot(aes(x=Literacy, y=Crime_pers/1000), data=Guerry) +
geom_point(size=2) +
stat_ellipse(level=0.68, color="blue", size=1.2) +
stat_ellipse(level=0.95, color="gray", size=1, linetype=2) +
geom_smooth(method="lm", formula=y~x, fill="lightblue") +
geom_smooth(method="loess", formula=y~x, color="red", se=FALSE) +
geom_label_repel(aes(label=Department), data = gdf[gdf$dsq > 4.6,]) +
theme_bw() + theme(text = element_text(size=18))
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)
# ggsave("guerry-crime5.png", width=5, height=5)
gplot +
theme_bw() +
theme(text = element_text(size=18)) +
geom_label_repel(aes(label=Department), data = gdf[gdf$dsq > 4.6,])
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)
Do the same for property crime
gdf <- Guerry[, c("Literacy", "Crime_prop", "Department")]
gdf$dsq <- heplots::Mahalanobis(gdf[, 1:2])
ggplot(aes(x=Literacy, y=Crime_prop/1000), data=Guerry) +
geom_point(size=2) +
stat_ellipse(level=0.68, color="blue", size=1.2) +
stat_ellipse(level=0.95, color="gray", size=1, linetype=2) +
geom_smooth(method="lm", formula=y~x, fill="lightblue") +
geom_smooth(method="loess", formula=y~x, color="red", se=FALSE) +
geom_label_repel(aes(label=Department), data = gdf[gdf$dsq > 4.6,]) +
theme_bw() + theme(text = element_text(size=18))
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# ggsave("guerry-crime-prop.png", width=5, height=5)
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