Richards growth curve
Details
Parametrised so that richards_curve(0, y0, K, gamma, beta) == y0 and
richards_curve(t, ...) -> K as t -> Inf, consistent with the
Logistic and Gompertz curves in this package and with the standard
generalised-logistic form (Richards, 1959). Note this uses
exp(-beta * gamma * t) (decaying exponential); the thesis chapter this
package accompanies transcribes the equation with exp(+beta * gamma * t), which drives the curve to 0 rather than to K as t grows — a
sign slip relative to the standard form, corrected here (and in the
revised manuscript).
