Created
January 8, 2013 15:54
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Show how different moments of a distribution can shift it away from a normal distribution.
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# Script to demonstrate distributions | |
library(VGAM) | |
library(eeptools) | |
library(shiny) | |
library(ggplot2) | |
shinyServer(function(input,output){ | |
mydat <- reactive(function() { | |
mydat<-rsnorm(input$obs, location = input$mean, scale =input$variance, | |
shape = input$skew) | |
if(input$mode==input$mean){ | |
return(mydat) | |
} | |
else if(input$mode!=input$mean){ | |
a<-table(as.vector(round(mydat))) | |
m<-names(a)[a==max(a)] | |
v<-max(a) | |
mydat2<-mydat[round(mydat)!=as.numeric(m)] | |
samp<-sample(mydat[round(mydat)==as.numeric(m)],v*0.8) | |
mydat2<-c(mydat2,samp) | |
fill<-rep(input$mode,(v-length(samp))) | |
mydat<-c(mydat2,fill) | |
return(mydat) | |
} | |
}) | |
output$distPlot<-reactivePlot(function(){ | |
p <-qplot(mydat(), geom = 'blank') + | |
geom_line(aes(y = ..density.., colour = 'Empirical'), stat = 'density') + | |
stat_function(fun = dnorm, aes(colour = 'Normal')) + | |
geom_histogram(aes(y = ..density..), alpha = 0.4,binwidth=0.2) + | |
scale_colour_manual(name = 'Density', values = c('red', 'blue'))+ | |
theme_dpi()+theme(legend.position = c(0.85, 0.85)) | |
p<-p+xlim(c(-10,10))+labs(x="data",y="density",title="Distribution of Data") | |
print(p) | |
}) | |
}) | |
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# Script to demonstrate distributions | |
library(VGAM) | |
library(eeptools) | |
library(shiny) | |
library(ggplot2) | |
shinyUI(pageWithSidebar( | |
# Title | |
headerPanel("Exploring Propoerties of Distributions"), | |
sidebarPanel( | |
sliderInput("obs","Number of tries:", | |
min=200,max=5000,value=500,step=250), | |
sliderInput("mean","Mean of the Distribution", | |
min=-10,max=10,value=0,step=1), | |
sliderInput("mode","Mode of the Distribution", | |
min=-10,max=10,value=0,step=1), | |
sliderInput("variance","Variance of the Distribution", | |
min=1,max=5,value=1,step=1), | |
sliderInput("skew","skew of the Distribution", | |
min=-5,max=5,value=0,step=1) | |
), | |
# GGPLOT | |
mainPanel( | |
plotOutput("distPlot") | |
) | |
)) |
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