# l = get_pct_lines(region = "isle-of-wight")
# l = get_pct_lines(region = "cambridgeshire")
l = wight_lines_pct
pcycle = l$bicycle / l$all
pcycle_dutch = l$dutch_slc / l$all
m1 = model_pcycle_pct_2020(
pcycle,
distance = l$rf_dist_km,
gradient = l$rf_avslope_perc - 0.78,
weights = l$all
)
m2 = model_pcycle_pct_2020(
pcycle_dutch, distance = l$rf_dist_km,
gradient = l$rf_avslope_perc - 0.78,
weights = l$all
)
m3 = model_pcycle_pct_2020(
pcycle_dutch, distance = l$rf_dist_km,
gradient = l$rf_avslope_perc - 0.78,
weights = rep(1, nrow(l))
)
m1
plot(l$rf_dist_km, pcycle, cex = l$all / 100, ylim = c(0, 0.5))
points(l$rf_dist_km, m1$fitted.values, col = "red")
points(l$rf_dist_km, m2$fitted.values, col = "blue")
points(l$rf_dist_km, pcycle_dutch, col = "green")
cor(l$dutch_slc, m2$fitted.values * l$all)^2 # 95% captured
# identical means:
mean(l$dutch_slc)
mean(m2$fitted.values * l$all)
pct_coefficients_2020 = c(
alpha = -4.018 + 2.550,
d1 = -0.6369 -0.08036,
d2 = 1.988,
d3 = 0.008775,
h1 = -0.2555,
i1 = 0.02006,
i2 = -0.1234
)
pct_coefficients_2020
m2$coef
plot(pct_coefficients_2020, m2$coeff)
cor(pct_coefficients_2020, m2$coeff)^2
cor(pct_coefficients_2020, m3$coeff)^2 # explains 95%+ variability in params
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