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▸ adjective: (set theory) Of a binary relation, to have every element of the right set occur at least once: ∀b∈B∃a∈A:(a,b)∈R⊆A×B
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▸ adjective: (set theory) Of a binary relation, to have every element of the right set occur at least once: ∀b∈B∃a∈A:(a,b)∈R⊆A×B
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irreflexive,
symmetric,
trichotomous,
reflexive,
quasireflexive,
connex,
transitive,
antisymmetric,
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