Description:
Definition of maximal subset
Content:
An \(\epsilon \) lattice in a metric space (\(X\),dist) is a maximal subset \(L\) of \(X\) which satisfies
\((\forall x,y\in L)\)(dist\((x,y)\ge\epsilon\) for \(x\neq y).\)
From
Brunner [1984e]. See [1 I].
Howard-Rubin number:
17
Type:
Definition
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