require(ggplot2)
## Loading required package: ggplot2
require(plyr)
## Loading required package: plyr
require(splitstackshape)
## Loading required package: splitstackshape
## Loading required package: data.table
require(nparcomp)
## Loading required package: nparcomp
## Loading required package: multcomp
## Loading required package: mvtnorm
## Loading required package: survival
## Loading required package: splines
## Loading required package: TH.data
y1size=read.csv('Y1size.csv')
#creates dataframe and reads in the CSV file for sizes
View(y1size)
#check data
y1size$Date<-as.Date(y1size$Date, "%m/%d/%Y")
#make R understand dates
y1meansize<-ddply(y1size,.(Date,Site,Pop),summarise, mean_size=mean(Length.mm,na.rm=T))
#create table of ave size for outplant and year one for each pop at each site
#print it out
print(y1meansize)
## Date Site Pop mean_size
## 1 2013-08-16 Fidalgo 2H 10.67
## 2 2013-08-16 Fidalgo 2N 11.60
## 3 2013-08-16 Fidalgo 2S 11.25
## 4 2013-08-16 Manchester 4H 10.53
## 5 2013-08-16 Manchester 4N 13.40
## 6 2013-08-16 Manchester 4S 11.30
## 7 2013-08-16 Oyster Bay 1H 10.49
## 8 2013-08-16 Oyster Bay 1N 10.90
## 9 2013-08-16 Oyster Bay 1S 12.15
## 10 2014-09-19 Oyster Bay 1H 27.96
## 11 2014-09-19 Oyster Bay 1N 34.65
## 12 2014-09-19 Oyster Bay 1S 27.98
## 13 2014-10-17 Fidalgo 2H 24.40
## 14 2014-10-17 Fidalgo 2N 29.10
## 15 2014-10-17 Fidalgo 2S 28.91
## 16 2014-10-24 Manchester 4H 21.49
## 17 2014-10-24 Manchester 4N 24.37
## 18 2014-10-24 Manchester 4S 23.99
#now we need to create subsets for each site for out plant and end of year 1
outmany1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2013-08-16"&Site=="Manchester")
outfidy1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2013-08-16"&Site=="Fidalgo")
outoysy1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2013-08-16"&Site=="Oyster Bay")
endmany1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2014-10-24"&Site=="Manchester")
endfidy1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2014-10-17"&Site=="Fidalgo")
endoysy1<-ddply(y1size,.(Length.mm,Pop,Tray,Sample,Area),subset,Date=="2014-09-19"&Site=="Oyster Bay")
ggplot()+
geom_boxplot(data=outmany1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"))+
scale_fill_manual(values=c("blue","purple","orange"))
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)
ggplot()+
geom_boxplot(data=endmany1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"),guide=F)+
scale_fill_manual(values=c("blue","purple","orange"), guide=F)+
ylim(c(0,50))+
labs(x="Population",y="Average Length (mm)")+
scale_x_discrete(labels=c("Dabob","Fidalgo","Oyster Bay"))+
annotate("text", x=c("4N","4H","4S"),y=50, label=c("A","B","A"),size=10)+
theme_bw()+
theme(axis.text.x=element_text(size=20),
axis.title.x=element_text(size=25),
axis.title.y=element_text(size=25, vjust=2),
axis.text.y=element_text(size=20))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
ggplot()+
geom_boxplot(data=outfidy1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"))+
scale_fill_manual(values=c("blue","purple","orange"))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
ggplot()+
geom_boxplot(data=endfidy1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"),guide=F)+
scale_fill_manual(values=c("blue","purple","orange"),guide=F)+
ylim(c(0,50))+
labs(x="Population",y="Average Length (mm)")+
scale_x_discrete(labels=c("Dabob","Fidalgo","Oyster Bay"))+
annotate("text", x=c("2N","2H","2S"),y=50, label=c("A","B","A"),size=10)+
theme_bw()+
theme(axis.text.x=element_text(size=20),
axis.title.x=element_text(size=25),
axis.title.y=element_text(size=25, vjust=2),
axis.text.y=element_text(size=20))
## Warning: Removed 1 rows containing non-finite values (stat_boxplot).
![plot of chunk unnamed-chunk-1 plot of chunk 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)
ggplot()+
geom_boxplot(data=outoysy1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"))+
scale_fill_manual(values=c("blue","purple","orange"))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
ggplot()+
geom_boxplot(data=endoysy1,aes(x=Pop,y=Length.mm,fill=Pop))+
scale_colour_manual(values=c("blue","purple","orange"),guide=F)+
scale_fill_manual(values=c("blue","purple","orange"),guide=F)+
ylim(c(0,50))+
labs(x="Population",y="Average Length (mm)")+
scale_x_discrete(labels=c("Dabob","Fidalgo","Oyster Bay"))+
annotate("text", x=c("1N","1H","1S"),y=50, label=c("B","A","A"),size=10)+
theme_bw()+
theme(axis.text.x=element_text(size=20),
axis.title.x=element_text(size=25),
axis.title.y=element_text(size=25, vjust=2),
axis.text.y=element_text(size=20))
## Warning: Removed 1 rows containing non-finite values (stat_boxplot).
![plot of chunk unnamed-chunk-1 plot of chunk 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)
normality<-ddply(y1size,.(Date,Site,Pop),summarize,n=length(Length.mm),sw=shapiro.test(as.numeric(Length.mm))[2])
y1size$Pop2<-y1size$Pop
y1size$Pop2<-revalue(y1size$Pop2,c("1H"="H","2H"="H","4H"="H","1N"="N","2N"="N","4N"="N","1S"="S","2S"="S","4S"="S"))
#Here we subset the data set to only include data from the end of year 1
endy1<-ddply(y1size,.(Length.mm,Site,Pop,Tray,Sample,Area,Pop2),subset,Date>="2014-09-19")
normality<-ddply(endy1,.(Date,Site,Pop),summarize,n=length(Length.mm),sw=shapiro.test(as.numeric(Length.mm))[2])
endy1$log<-log2(endy1$Length.mm)
endy1$asin<-asin(sign(endy1$Length.mm)*sqrt(abs(endy1$Length.mm)))
## Warning: NaNs produced
normality<-ddply(endy1,.(Date,Site,Pop),summarize,n=length(log),sw=shapiro.test(as.numeric(log))[2])
sizekw<-kruskal.test(endy1$Length.mm~endy1$Site,endy1)
print(sizekw)
##
## Kruskal-Wallis rank sum test
##
## data: endy1$Length.mm by endy1$Site
## Kruskal-Wallis chi-squared = 426.2, df = 2, p-value < 2.2e-16
sizekwpop<-kruskal.test(endy1$Length.mm~endy1$Pop2,endy1)
print(sizekwpop)
##
## Kruskal-Wallis rank sum test
##
## data: endy1$Length.mm by endy1$Pop2
## Kruskal-Wallis chi-squared = 230, df = 2, p-value < 2.2e-16
require(PMCMR)
## Loading required package: PMCMR
sizenemenyi1<-posthoc.kruskal.nemenyi.test(x=endy1$Length.mm,g=endy1$Site, method="Tukey")
## Warning: Ties are present, p-values are not corrected.
sizenemenyi1
##
## Pairwise comparisons using Tukey and Kramer (Nemenyi) test
## with Tukey-Dist approximation for independent samples
##
## data: endy1$Length.mm and endy1$Site
##
## Fidalgo Manchester
## Manchester < 2e-16 -
## Oyster Bay 1.1e-12 < 2e-16
##
## P value adjustment method: none
sizenemenyi2<-posthoc.kruskal.nemenyi.test(x=endy1$Length.mm,g=endy1$Pop2, method="Tukey")
## Warning: Ties are present, p-values are not corrected.
sizenemenyi2
##
## Pairwise comparisons using Tukey and Kramer (Nemenyi) test
## with Tukey-Dist approximation for independent samples
##
## data: endy1$Length.mm and endy1$Pop2
##
## H N
## N < 2e-16 -
## S 3.4e-14 4.9e-08
##
## P value adjustment method: none
sizenemenyi3<-posthoc.kruskal.nemenyi.test(x=endy1$Length.mm,g=endy1$Site:endy1$Pop2, method="Tukey")
## Warning: Ties are present, p-values are not corrected.
sizenemenyi3
##
## Pairwise comparisons using Tukey and Kramer (Nemenyi) test
## with Tukey-Dist approximation for independent samples
##
## data: endy1$Length.mm and endy1$Site:endy1$Pop2
##
## Fidalgo:H Fidalgo:N Fidalgo:S Manchester:H Manchester:N
## Fidalgo:N < 2e-16 - - - -
## Fidalgo:S 7.8e-14 0.9995 - - -
## Manchester:H 2.7e-07 < 2e-16 < 2e-16 - -
## Manchester:N 1.0000 9.2e-14 1.1e-13 7.3e-06 -
## Manchester:S 0.9786 < 2e-16 8.5e-14 0.0004 0.9880
## Oyster Bay:H 3.1e-10 0.2781 0.6352 1.2e-14 2.4e-08
## Oyster Bay:N < 2e-16 1.5e-11 7.2e-13 < 2e-16 < 2e-16
## Oyster Bay:S 1.8e-09 0.6813 0.9255 9.1e-14 5.7e-08
## Manchester:S Oyster Bay:H Oyster Bay:N
## Fidalgo:N - - -
## Fidalgo:S - - -
## Manchester:H - - -
## Manchester:N - - -
## Manchester:S - - -
## Oyster Bay:H 9.5e-12 - -
## Oyster Bay:N < 2e-16 1.0e-13 -
## Oyster Bay:S 6.0e-11 1.0000 6.9e-12
##
## P value adjustment method: none