Mixing time of a Markov chain
= Mixing time of a Markov chain
{title2=$t_{\mathrm{mix}}(\varepsilon)$}
{wiki=Mixing_time}
The $\varepsilon$-mixing time is the least $t$ for which every initial state has total variation distance at most $\varepsilon$ from the invariant distribution after $t$ steps.
= Mixing time
{synonym}