Minimal element of a partially ordered set
= Minimal element of a partially ordered set
= Minimal element
{synonym}
An element $m$ of a partially ordered set is minimal when $x\leq m$ implies $x=m$.
= Minimal element of a partially ordered set
= Minimal element
{synonym}
An element $m$ of a partially ordered set is minimal when $x\leq m$ implies $x=m$.