Order automorphism
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In the mathematical area of order theory, given a partially ordered set (S, ≤) an order automorphism of (S, ≤) is an order isomorphism from (S, ≤) to itself.
The set of order automorphisms of a set forms a group.
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In the mathematical area of order theory, given a partially ordered set (S, ≤) an order automorphism of (S, ≤) is an order isomorphism from (S, ≤) to itself.
The set of order automorphisms of a set forms a group.
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