Let $G$ be an amenable locally compact group with identity $e$.
Out of curiosity, can we choose a Folner net $(F_i)$ to be a basis of neighborhoods at $e$ for some classes of locally compact groups ?
Let $G$ be an amenable locally compact group with identity $e$.
Out of curiosity, can we choose a Folner net $(F_i)$ to be a basis of neighborhoods at $e$ for some classes of locally compact groups ?
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