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Olga edited Methods Description.tex
over 9 years ago
Commit id: a92cfbdfb86c660b1206a62865d0020d4fcf0012
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$-2 \ln \lambda = 2[\ln L_{bimodal} - \ln L_{unimodal}]$ (the bigger $-2 \ ln \lambda$ is, the more we are convinced that it is a bimodal distribution)
$D = \frac {|\mu_1 - \mu_2|}{(\sigma^2_1+\sigma^2_2)/2)^{0.5}}$
($D > 2$ is necessary for a bimodal distribution but not sufficient)
kurtosis $ < 0$ is a necessary for a bimodal distribution but not sufficient
\subsection{Excess-mass method (EMM)} \label{sec:methods-emm}