Let . Describe all partial order relations on A.
All partial order relations on .
If a relation is reflexive, antisymmetric and transitive then it is called partial order relation.
Consider a set .
Objective is to describe all partial order relations on a set .
Partial order relation defined on set is .
Since follows reflexive, antisymmetric and transitive by itself.
Second partial order relation is as follows.
The directed graph for is as follows
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