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October 21, 2016 14:01
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Plots to show Poisson approximation to binomial.
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plot_pois = function(lambda = 1.4) { | |
stop_graph = max(15, ceiling(lambda + 3 * sqrt(lambda))) | |
x = 0:stop_graph | |
fx = dpois(x, lambda = lambda) | |
barplot(fx, names.arg = x, space = 0, | |
xlab = "values", ylab = "probabilites", | |
col = "darkorange", border = "dodgerblue", | |
main = "Poisson Probabilities") | |
} | |
plot_binom = function(n = 10, p = 0.5) { | |
stop_graph = max(15, ceiling(n * p + 3 * sqrt(n * p))) | |
x = 0:stop_graph | |
fx = dbinom(x, size = n, prob = p) | |
barplot(fx, names.arg = x, space = 0, | |
xlab = "values", ylab = "probabilites", | |
col = "darkorange", border = "dodgerblue", | |
main = "Binomial Probabilities") | |
} | |
n = 50 | |
p = 0.01 | |
lambda = n * p | |
par(mfrow = c(2, 1)) | |
plot_pois(lambda = lambda) | |
plot_binom(n = n, p = p) |
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