Geometric mean of a sequence
= Geometric mean of a sequence
{title2=$\sqrt[n]{x_1\cdots x_n}$}
For a positive sequence converging to $L\geq0$, its cumulative geometric means converge to the same limit.
= Geometric mean of a sequence
{title2=$\sqrt[n]{x_1\cdots x_n}$}
For a positive sequence converging to $L\geq0$, its cumulative geometric means converge to the same limit.