Commuting polynomial operations of distributive lattices
- Couceiro, Miguel
- Behrisch, Mike
- Lehtonen, Erkko
- Kearnes, Keith, A.
- Szendrei, Ágnes
DOIAbstract
International audienceWe describe which pairs of distributive lattice polynomial operationscommute
International audienceWe describe which pairs of distributive lattice polynomial operationscommute
International audienceWe consider the problem of interpolating functions partially defined over a di...
The structure of the lattice of all subposets of a fixed poset is explored. This lattice is then use...
AbstractA lattice-theoretic approach to Koszulity is well known. This paper gives a lattice-theoreti...
International audienceWe describe which pairs of distributive lattice polynomial operationscommute
We provide sufficient conditions for a lattice polynomial function to be self-commuting. We explicit...
AbstractWe make use of an original property of breadth-first search in the Hasse graph of a distribu...
peer reviewedLet $L$ be a bounded distributive lattice. We give several characterizations of those $...
For a distributive lattice L, we consider the problem of interpolating functions f: D→L defined on a...
Référence ArXiV indiquée ci-dessous sous le titre : "A generalization of Goodstein's theorem: interp...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
peer reviewedThe associativity property, usually defined for binary functions, can be generalized to...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
AbstractIn his paper (1942), Ore found necessary and sufficient conditions under which the modular a...
For a distributive lattice L, we consider the problem of interpolating functions f : D → L defined o...
Abstract: We introduce new class of polynomials of multiple orthogonality with respect to ...
International audienceWe consider the problem of interpolating functions partially defined over a di...
The structure of the lattice of all subposets of a fixed poset is explored. This lattice is then use...
AbstractA lattice-theoretic approach to Koszulity is well known. This paper gives a lattice-theoreti...
International audienceWe describe which pairs of distributive lattice polynomial operationscommute
We provide sufficient conditions for a lattice polynomial function to be self-commuting. We explicit...
AbstractWe make use of an original property of breadth-first search in the Hasse graph of a distribu...
peer reviewedLet $L$ be a bounded distributive lattice. We give several characterizations of those $...
For a distributive lattice L, we consider the problem of interpolating functions f: D→L defined on a...
Référence ArXiV indiquée ci-dessous sous le titre : "A generalization of Goodstein's theorem: interp...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
peer reviewedThe associativity property, usually defined for binary functions, can be generalized to...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
AbstractIn his paper (1942), Ore found necessary and sufficient conditions under which the modular a...
For a distributive lattice L, we consider the problem of interpolating functions f : D → L defined o...
Abstract: We introduce new class of polynomials of multiple orthogonality with respect to ...
International audienceWe consider the problem of interpolating functions partially defined over a di...
The structure of the lattice of all subposets of a fixed poset is explored. This lattice is then use...
AbstractA lattice-theoretic approach to Koszulity is well known. This paper gives a lattice-theoreti...
Add to ORKG