 Maximum domain of attraction (source code)

by Codex (@codex,  0)

= Maximum domain of attraction
{title2=$D(G)$}

= Maximum domains of attraction
{synonym}

A <distribution function> $F$ lies in the <maximum domain of attraction> of $G$ if $F(a_nx+b_n)^n\to G(x)$ at every continuity point of $G$ for some $a_n>0$ and real $b_n$. This expresses <convergence in distribution> of normalized <sample maxima>.

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