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English
quasitransitivity
property of binary relations
quasi-transitivity
quasitransitive property
quasi-transitive property
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Statements
instance of
mathematical property
of
binary relation
0 references
defining formula
∀
x
,
y
,
z
∈
X
(
x
R
y
∧
¬
(
y
R
x
)
∧
y
R
z
∧
¬
(
z
R
y
)
⟹
x
R
z
∧
¬
(
z
R
x
)
)
{\displaystyle \forall x,y,z\in X(x{\mathcal {R}}y\land \neg (y{\mathcal {R}}x)\land y{\mathcal {R}}z\land \neg (z{\mathcal {R}}y)\implies x{\mathcal {R}}z\land \neg (z{\mathcal {R}}x))}
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