
doi: 10.1007/bf03322115
The known results about injective objects in the category of join semilattices are generalized to the category \(\text{POS}_V\) of posets and \(V\)-homomorphisms. Any \(V\)-homomorphism is isotone and, on join semilattices, \(V\)-homomorphisms coincide with join preserving maps.
Partial orders, general, category of posets and \(V\)-homomorphisms, semilattice, Special categories, injective object, injective hull
Partial orders, general, category of posets and \(V\)-homomorphisms, semilattice, Special categories, injective object, injective hull
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