I do know that $2^{n^{2}-n}$ reflexive relations can be created on $n$-element set.
The problem:
Relation $R$ can be created on $n$-element set $A$.
if such relation $R$ is reflexive, then how many elements should $R$ have?
I do know that $2^{n^{2}-n}$ reflexive relations can be created on $n$-element set.
The problem:
Relation $R$ can be created on $n$-element set $A$.
if such relation $R$ is reflexive, then how many elements should $R$ have?
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