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Computes the Janoschek growth model and its inverse $$ y(t) = \alpha *(\alpha - \beta) \exp(-b * t^c)) $$
janoschek(t, alpha, beta, b, c)janoschek.inverse(x, alpha, beta, b, c)
janoschek.inverse(x, alpha, beta, b, c)
time
upper asymptote
lower asymptote
growth parameter
shape parameter
size
Daniel Rodriguez
Michael J. Panik, "Growth Curve Modeling: Theory and Applications", John Wiley & Sons, December 2013.
growth <- janoschek(0:10, 10, 2, 0.5, 2) # Calculate inverse function time <- janoschek.inverse(growth, 12, 2, 0.5, 2)
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