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Simulating observations in the Lighthouse problem in R
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222.17,270.02 222.17,270.02 222.17,270.00 222.18,270.00 222.18,269.97 222.22,269.97 222.22,269.94 222.28,269.94 222.28,269.92 222.33,269.92 222.33,269.89 222.33,269.89 222.33,269.86 222.34,269.86 222.34,269.84 222.38,269.84 222.38,269.81 222.39,269.81 222.39,269.79 222.41,269.79 222.41,269.76 222.48,269.76 222.48,269.73 222.51,269.73 222.51,269.71 222.53,269.71 222.53,269.68 222.55,269.68 222.55,269.65 222.56,269.65 222.56,269.63 222.57,269.63 222.57,269.60 222.57,269.60 222.57,269.57 222.64,269.57 222.64,269.55 222.71,269.55 222.71,269.52 222.72,269.52 222.72,269.50 222.74,269.50 222.74,269.47 222.74,269.47 222.74,269.44 222.76,269.44 222.76,269.42 222.80,269.42 222.80,269.39 222.82,269.39 222.82,269.36 222.82,269.36 222.82,269.34 222.84,269.34 222.84,269.31 222.90,269.31 222.90,269.28 222.94,269.28 222.94,269.26 222.96,269.26 222.96,269.23 222.98,269.23 222.98,269.21 222.99,269.21 222.99,269.18 223.24,269.18 223.24,269.15 223.39,269.15 223.39,269.13 223.41,269.13 223.41,269.10 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224.89,268.15 224.95,268.15 224.95,268.13 224.97,268.13 224.97,268.10 225.07,268.10 225.07,268.07 225.11,268.07 225.11,268.05 225.14,268.05 225.14,268.02 225.29,268.02 225.29,267.99 225.34,267.99 225.34,267.97 225.37,267.97 225.37,267.94 225.37,267.94 225.37,267.91 225.38,267.91 225.38,267.89 225.40,267.89 225.40,267.86 225.40,267.86 225.40,267.84 225.42,267.84 225.42,267.81 225.49,267.81 225.49,267.78 225.50,267.78 225.50,267.76 225.51,267.76 225.51,267.73 225.53,267.73 225.53,267.70 225.61,267.70 225.61,267.68 225.66,267.68 225.66,267.65 225.67,267.65 225.67,267.62 225.81,267.62 225.81,267.60 225.90,267.60 225.90,267.57 225.92,267.57 225.92,267.55 225.99,267.55 225.99,267.52 225.99,267.52 225.99,267.49 226.02,267.49 226.02,267.47 226.04,267.47 226.04,267.44 226.07,267.44 226.07,267.41 226.08,267.41 226.08,267.39 226.11,267.39 226.11,267.36 226.24,267.36 226.24,267.33 226.35,267.33 226.35,267.31 226.36,267.31 226.36,267.28 226.37,267.28 226.37,267.26 226.40,267.26 226.40,267.23 226.41,267.23 226.41,267.20 226.44,267.20 226.44,267.18 226.60,267.18 226.60,267.15 226.64,267.15 226.64,267.12 226.65,267.12 226.65,267.10 226.68,267.10 226.68,267.07 226.69,267.07 226.69,267.04 226.73,267.04 226.73,267.02 226.76,267.02 226.76,266.99 226.83,266.99 226.83,266.97 226.85,266.97 226.85,266.94 226.87,266.94 226.87,266.91 226.91,266.91 226.91,266.89 226.96,266.89 226.96,266.86 226.99,266.86 226.99,266.83 227.01,266.83 227.01,266.81 227.04,266.81 227.04,266.78 227.07,266.78 227.07,266.75 227.11,266.75 227.11,266.73 227.14,266.73 227.14,266.70 227.19,266.70 227.19,266.68 227.20,266.68 227.20,266.65 227.24,266.65 227.24,266.62 227.28,266.62 227.28,266.60 227.42,266.60 227.42,266.57 227.43,266.57 227.43,266.54 227.47,266.54 227.47,266.52 227.48,266.52 227.48,266.49 227.50,266.49 227.50,266.46 227.52,266.46 227.52,266.44 227.57,266.44 227.57,266.41 227.59,266.41 227.59,266.39 227.60,266.39 227.60,266.36 227.63,266.36 227.63,266.33 227.66,266.33 227.66,266.31 227.66,266.31 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228.87,265.36 228.87,265.33 228.87,265.33 228.87,265.31 228.88,265.31 228.88,265.28 228.88,265.28 228.88,265.25 228.92,265.25 228.92,265.23 228.94,265.23 228.94,265.20 228.96,265.20 228.96,265.17 228.99,265.17 228.99,265.15 229.00,265.15 229.00,265.12 229.00,265.12 229.00,265.09 229.01,265.09 229.01,265.07 229.06,265.07 229.06,265.04 229.06,265.04 229.06,265.02 229.11,265.02 229.11,264.99 229.19,264.99 229.19,264.96 229.20,264.96 229.20,264.94 229.29,264.94 229.29,264.91 229.30,264.91 229.30,264.88 229.42,264.88 229.42,264.86 229.53,264.86 229.53,264.83 229.58,264.83 229.58,264.80 229.67,264.80 229.67,264.78 229.71,264.78 229.71,264.75 229.76,264.75 229.76,264.73 229.78,264.73 229.78,264.70 229.82,264.70 229.82,264.67 229.84,264.67 229.84,264.65 229.92,264.65 229.92,264.62 230.20,264.62 230.20,264.59 230.24,264.59 230.24,264.57 230.25,264.57 230.25,264.54 230.25,264.54 230.25,264.51 230.25,264.51 230.25,264.49 230.25,264.49 230.25,264.46 230.29,264.46 230.29,264.44 230.37,264.44 230.37,264.41 230.37,264.41 230.37,264.38 230.39,264.38 230.39,264.36 230.44,264.36 230.44,264.33 230.50,264.33 230.50,264.30 230.50,264.30 230.50,264.28 230.52,264.28 230.52,264.25 230.55,264.25 230.55,264.22 230.56,264.22 230.56,264.20 230.60,264.20 230.60,264.17 230.60,264.17 230.60,264.15 230.63,264.15 230.63,264.12 230.65,264.12 230.65,264.09 230.69,264.09 230.69,264.07 230.72,264.07 230.72,264.04 230.79,264.04 230.79,264.01 230.79,264.01 230.79,263.99 230.84,263.99 230.84,263.96 230.85,263.96 230.85,263.93 230.86,263.93 230.86,263.91 230.90,263.91 230.90,263.88 230.90,263.88 230.90,263.86 230.92,263.86 230.92,263.83 230.96,263.83 230.96,263.80 230.97,263.80 230.97,263.78 231.01,263.78 231.01,263.75 231.08,263.75 231.08,263.72 231.10,263.72 231.10,263.70 231.18,263.70 231.18,263.67 231.20,263.67 231.20,263.64 231.27,263.64 231.27,263.62 231.31,263.62 231.31,263.59 231.31,263.59 231.31,263.57 231.36,263.57 231.36,263.54 231.36,263.54 231.36,263.51 231.37,263.51 231.37,263.49 231.46,263.49 231.46,263.46 231.47,263.46 231.47,263.43 231.47,263.43 231.47,263.41 231.54,263.41 231.54,263.38 231.60,263.38 231.60,263.35 231.61,263.35 231.61,263.33 231.66,263.33 231.66,263.30 231.67,263.30 231.67,263.28 231.68,263.28 231.68,263.25 231.69,263.25 231.69,263.22 231.69,263.22 231.69,263.20 231.70,263.20 231.70,263.17 231.71,263.17 231.71,263.14 231.71,263.14 231.71,263.12 231.73,263.12 231.73,263.09 231.77,263.09 231.77,263.07 231.78,263.07 231.78,263.04 231.79,263.04 231.79,263.01 231.80,263.01 231.80,262.99 231.83,262.99 231.83,262.96 231.84,262.96 231.84,262.93 231.86,262.93 231.86,262.91 231.87,262.91 231.87,262.88 231.90,262.88 231.90,262.85 231.91,262.85 231.91,262.83 232.00,262.83 232.00,262.80 232.01,262.80 232.01,262.78 232.03,262.78 232.03,262.75 232.08,262.75 232.08,262.72 232.10,262.72 232.10,262.70 232.23,262.70 232.23,262.67 232.27,262.67 232.27,262.64 232.28,262.64 232.28,262.62 232.29,262.62 232.29,262.59 232.31,262.59 232.31,262.56 232.33,262.56 232.33,262.54 232.36,262.54 232.36,262.51 232.36,262.51 232.36,262.49 232.37,262.49 232.37,262.46 232.38,262.46 232.38,262.43 232.39,262.43 232.39,262.41 232.40,262.41 232.40,262.38 232.43,262.38 232.43,262.35 232.44,262.35 232.44,262.33 232.47,262.33 232.47,262.30 232.50,262.30 232.50,262.27 232.50,262.27 232.50,262.25 232.53,262.25 232.53,262.22 232.54,262.22 232.54,262.20 232.54,262.20 232.54,262.17 232.58,262.17 232.58,262.14 232.59,262.14 232.59,262.12 232.62,262.12 232.62,262.09 232.69,262.09 232.69,262.06 232.75,262.06 232.75,262.04 232.76,262.04 232.76,262.01 232.81,262.01 232.81,261.98 232.86,261.98 232.86,261.96 232.92,261.96 232.92,261.93 232.93,261.93 232.93,261.91 232.94,261.91 232.94,261.88 232.94,261.88 232.94,261.85 232.95,261.85 232.95,261.83 232.95,261.83 232.95,261.80 232.95,261.80 232.95,261.77 232.97,261.77 232.97,261.75 233.02,261.75 233.02,261.72 233.02,261.72 233.02,261.69 233.21,261.69 233.21,261.67 233.24,261.67 233.24,261.64 233.25,261.64 233.25,261.62 233.26,261.62 233.26,261.59 233.27,261.59 233.27,261.56 233.27,261.56 233.27,261.54 233.29,261.54 233.29,261.51 233.29,261.51 233.29,261.48 233.30,261.48 233.30,261.46 233.36,261.46 233.36,261.43 233.40,261.43 233.40,261.40 233.41,261.40 233.41,261.38 233.45,261.38 233.45,261.35 233.48,261.35 233.48,261.33 233.53,261.33 233.53,261.30 233.62,261.30 233.62,261.27 233.62,261.27 233.62,261.25 233.63,261.25 233.63,261.22 233.65,261.22 233.65,261.19 233.65,261.19 233.65,261.17 233.69,261.17 233.69,261.14 233.70,261.14 233.70,261.11 233.70,261.11 233.70,261.09 233.78,261.09 233.78,261.06 233.79,261.06 233.79,261.04 233.85,261.04 233.85,261.01 233.87,261.01 233.87,260.98 233.92,260.98 233.92,260.96 233.93,260.96 233.93,260.93 233.97,260.93 233.97,260.90 234.00,260.90 234.00,260.88 234.02,260.88 234.02,260.85 234.02,260.85 234.02,260.82 234.05,260.82 234.05,260.80 234.06,260.80 234.06,260.77 234.07,260.77 234.07,260.75 234.08,260.75 234.08,260.72 234.11,260.72 234.11,260.69 234.11,260.69 234.11,260.67 234.12,260.67 234.12,260.64 234.12,260.64 234.12,260.61 234.13,260.61 234.13,260.59 234.17,260.59 234.17,260.56 234.23,260.56 234.23,260.54 234.27,260.54 234.27,260.51 234.28,260.51 234.28,260.48 234.31,260.48 234.31,260.46 234.33,260.46 234.33,260.43 234.43,260.43 234.43,260.40 234.43,260.40 234.43,260.38 234.43,260.38 234.43,260.35 234.47,260.35 234.47,260.32 234.51,260.32 234.51,260.30 234.51,260.30 234.51,260.27 234.54,260.27 234.54,260.25 234.54,260.25 234.54,260.22 234.57,260.22 234.57,260.19 234.58,260.19 234.58,260.17 234.64,260.17 234.64,260.14 234.66,260.14 234.66,260.11 234.66,260.11 234.66,260.09 234.68,260.09 234.68,260.06 234.70,260.06 234.70,260.03 234.71,260.03 234.71,260.01 234.73,260.01 234.73,259.98 234.76,259.98 234.76,259.96 234.79,259.96 234.79,259.93 234.85,259.93 234.85,259.90 234.93,259.90 234.93,259.88 234.95,259.88 234.95,259.85 235.02,259.85 235.02,259.82 235.05,259.82 235.05,259.80 235.07,259.80 235.07,259.77 235.07,259.77 235.07,259.74 235.07,259.74 235.07,259.72 235.09,259.72 235.09,259.69 235.10,259.69 235.10,259.67 235.12,259.67 235.12,259.64 235.15,259.64 235.15,259.61 235.17,259.61 235.17,259.59 235.21,259.59 235.21,259.56 235.23,259.56 235.23,259.53 235.28,259.53 235.28,259.51 235.31,259.51 235.31,259.48 235.33,259.48 235.33,259.45 235.37,259.45 235.37,259.43 235.45,259.43 235.45,259.40 235.46,259.40 235.46,259.38 235.50,259.38 235.50,259.35 235.50,259.35 235.50,259.32 235.51,259.32 235.51,259.30 235.63,259.30 235.63,259.27 235.65,259.27 235.65,259.24 235.66,259.24 235.66,259.22 235.69,259.22 235.69,259.19 235.70,259.19 235.70,259.16 235.75,259.16 235.75,259.14 235.77,259.14 235.77,259.11 235.80,259.11 235.80,259.09 235.83,259.09 235.83,259.06 235.85,259.06 235.85,259.03 235.91,259.03 235.91,259.01 235.92,259.01 235.92,258.98 235.94,258.98 235.94,258.95 235.95,258.95 235.95,258.93 235.99,258.93 235.99,258.90 236.09,258.90 236.09,258.87 236.13,258.87 236.13,258.85 236.14,258.85 236.14,258.82 236.17,258.82 236.17,258.80 236.20,258.80 236.20,258.77 236.22,258.77 236.22,258.74 236.28,258.74 236.28,258.72 236.28,258.72 236.28,258.69 236.28,258.69 236.28,258.66 236.34,258.66 236.34,258.64 236.35,258.64 236.35,258.61 236.37,258.61 236.37,258.58 236.44,258.58 236.44,258.56 236.45,258.56 236.45,258.53 236.45,258.53 236.45,258.51 236.46,258.51 236.46,258.48 236.47,258.48 236.47,258.45 236.49,258.45 236.49,258.43 236.52,258.43 236.52,258.40 236.55,258.40 236.55,258.37 236.59,258.37 236.59,258.35 236.61,258.35 236.61,258.32 236.63,258.32 236.63,258.29 236.72,258.29 236.72,258.27 236.80,258.27 236.80,258.24 236.84,258.24 236.84,258.22 236.85,258.22 236.85,258.19 236.87,258.19 236.87,258.16 236.87,258.16 236.87,258.14 236.89,258.14 236.89,258.11 236.89,258.11 236.89,258.08 236.92,258.08 236.92,258.06 236.96,258.06 236.96,258.03 237.00,258.03 237.00,258.01 237.00,258.01 237.00,257.98 237.01,257.98 237.01,257.95 237.02,257.95 237.02,257.93 237.02,257.93 237.02,257.90 237.06,257.90 237.06,257.87 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library(ggplot2)
# Metaparameters.
d <- 5 # Distance of the lighthouse from the coast.
x0 <- 4 # Perpendicular position of the lighthouse along the coast.
set.seed(1987)
# Simulate the data.
N <- 1e4
phi <- runif(N, -pi / 2, pi / 2)
x <- d * tan(phi) + x0
df_sims <- tibble(x = x)
# Plot the distribution.
ggplot(df_sims, aes(x, after_stat(density))) +
geom_density(colour = "sienna3", linewidth = 1) +
geom_histogram(binwidth = 1, center = .5, fill = "slategrey", colour = "white") +
geom_vline(xintercept = x0, colour = "goldenrod1", linetype = 2, linewidth = .8) +
xlim(-40, 50) +
theme_minimal()
# Distribution of absolute deviations from the median.
absolute_deviation <- abs(x - median(x))
mad_obs <- median(absolute_deviation)
df_absdev <- tibble(absolute_deviation = absolute_deviation)
ggplot(df_absdev, aes(absolute_deviation, after_stat(density))) +
geom_histogram(binwidth = 1, center = .5, fill = "sienna3", colour = "white") +
geom_vline(xintercept = mad_obs, colour = "slategrey", linetype = 2, linewidth = 1) +
annotate("text", x = mad_obs + 1.3, y = 0.114,
label = "Median absolute deviation",
colour = "slategrey", size = 3.5, hjust = 0) +
xlim(0, 60) +
theme_minimal()
ggplot(df_absdev, aes(absolute_deviation, after_stat(y))) +
stat_ecdf(colour = 'sienna3') +
geom_vline(xintercept = mad_obs, colour = "slategrey", linetype = 2, linewidth = 1) +
annotate("text", x = mad_obs + 1.3, y = 0.114,
label = "Median absolute deviation",
colour = "slategrey", size = 3.5, hjust = 0) +
scale_x_log10() +
ylab("Cumulative density") +
theme_minimal()
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