rho.ml: Estimate the Rho Parameter of the Dixon-Coles-Poisson Model

In opisthokonta/goalmodel: Prediction Models For Goals Scored

Estimate the Rho Parameter of the Dixon-Coles-Poisson Model

Description

Given the estimated goals (lambda1, lambda2) and observed goals (x1, x2), estimate the rho parameter of the the Dixon-Coles-Poisson model.

Usage

rho.ml(x1, x2, lambda1, lambda2, lower = -0.5, upper = 0.5)

Arguments

x1	non-negative integer.
x2	non-negative integer.
lambda1	vector of non-negative parameters of the Dixon-Coles-Poisson distribution.
lambda2	vector of non-negative parameters of the Dixon-Coles-Poisson distribution.
lower	the lower bound for rho
upper	the upper bound for rho

References

• Mark J. Dixon & Stuart G. Coles (1997) Modelling Association Football Scores and Inefficiencies in the Football Betting Market

opisthokonta/goalmodel documentation built on April 3, 2024, 1:32 a.m.