install.packages("fitdistrplus")
library(fitdistrplus)
install.packages("logspline")
library(logspline)
x <- c(37.50,46.79,48.30,46.04,43.40,39.25,38.49,49.51,40.38,36.98,40.00,
38.49,37.74,47.92,44.53,44.91,44.91,40.00,41.51,47.92,36.98,43.40,
42.26,41.89,38.87,43.02,39.25,40.38,42.64,36.98,44.15,44.91,43.40,
49.81,38.87,40.00,52.45,53.13,47.92,52.45,44.91,29.54,27.13,35.60,
45.34,43.37,54.15,42.77,42.88,44.26,27.14,39.31,24.80,16.62,30.30,
36.39,28.60,28.53,35.84,31.10,34.55,52.65,48.81,43.42,52.49,38.00,
38.65,34.54,37.70,38.11,43.05,29.95,32.48,24.63,35.33,41.34)
descdist(x, discrete = FALSE)
descdist(x, discrete = F)$skewness
weib = fitdist(x, "lognorm")
weib
summary(weib)
########################################################################
categorical_example <- fabricate(
N = 6,
p1 = runif(N, 0, 1),
p2 = runif(N, 0, 1),
p3 = runif(N, 0, 1),
cat = draw_categorical(N = N, prob = cbind(p1, p2, p3))
)
sum(prop.table(table(c1, c2)))
cat1 = fabricate(
N = 100,
category = draw_categorical(N = N, prob = c(prop.table(table(c1, c2))))
)
xrespondents <- fabricate(
N = 100,
cat = draw_categorical(N = N, prob = cbind(.4, .5, .1)),
cat2 = correlate(given = cat,
rho = 0.5,
draw_binomial,
prob = 0.6,
trials = 20),
foreign_policy = correlate(given = conservative_values,
rho = 0.3,
draw_binomial,
prob = 0.4,
trials = 20)
)
set.seed(2)
c1 = sample(c("a", "b", "c", "d"), prob = c(0.25, 0.25, 0.25, 0.25), size = 250, replace = T)
c2 = sample(c("n", "s"), prob = c(0.5, 0.5), size = 250, replace = T)
c = cbind(c1, c2)
prop.table(table(c1, c2))
set.seed(1)
c1Sorted = sort(unique(c1))
c2Sorted = sort(unique(c2))
n1 <- length(c1Sorted)
n2 <- length(c2Sorted)
probmat <- matrix(prop.table(table(c1, c2)), ncol = 2)
probmat
probs <- c(probmat)
events <- as.matrix(expand.grid(var1=c(c1Sorted), var2=c(c2Sorted)))
nSamp <- 250
samp <- as.data.frame(events[sample.int(n1*n2, nSamp, prob=probs, replace=TRUE),])
head(samp)
predProbMat = prop.table(table(samp$var1, samp$var2))
probmat
plot(c(probmat), c(predProbMat), ylim = c(0, 1.3*max(c(predProbMat, probmat))), xlim = c(0,1.3*max(c(probmat, predProbMat))))
fit = lm(c(predProbMat) ~ c(probmat))
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