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Publikováno v:
International Journal of Algebra and Computation
Finite smooth digraphs, that is, finite directed graphs without sources and sinks, can be partially ordered via pp-constructability. We give a complete description of this poset and, in particular, we prove that it is a distributive lattice. Moreover
Autor:
Albert Vucaj, Manuel Bodirsky
Publikováno v:
Algebra universalis
Primitive positive constructions have been introduced in recent work of Barto, Opršal, and Pinsker to study the computational complexity of constraint satisfaction problems. Let $${\mathfrak {P}}_{\mathrm {fin}}$$Pfin be the poset which arises from
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