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5
votes
Posets isomorphic to their endomorphism poset
The answer to
Is there a poset with more than 1 point such that $P\cong\text{End}(P)$?
is No. This follows immediately from Theorem 3 in
Roy O. Davies, Allan Hayes and George Rousseau, Comp …
11
votes
0
answers
280
views
Does every finite poset have a rigid endomorphism?
Crossposted on Mathematics.
In this post, an order-preserving self-map of a poset $X$ will be called an endomorphism of $X$, and such an endomorphism $f$ will be called rigid if the only automorphism …