AbstractA median algebra is a ternary algebra which satisfies all the identities true for the median operation in distributive lattices. The relationship of median algebras to (abstract) geometries, graphs, and semilattices is discussed in detail. In particular, all intrinsic semilattice orders on a median algebra are exhibited and characterized in several ways
International audienceIn this paper we characterize classes of median-homomorphisms between products...
AbstractIt is both a well-known and useful fact that every median semilattice M may be embedded into...
This paper establishes a new combinatorial framework for the study of coarse median spaces, bridging...
AbstractA median algebra is a ternary algebra which satisfies all the identities true for the median...
We characterize conservative median algebras and semilattices by means of forbidden substructures a...
A median algebra is a ternary algebra that satisfies every equation satisfied by the median terms of...
International audienceIn this paper, we study structures such as distributive lattices, distributive...
International audienceIn this short note we consider a class of median algebras, called (1, 2 : 3)-s...
International audienceHomorphisms of products of median algebras are studied with particular attenti...
International audienceMedian semilattices have been shown to be useful for dealing with phylogenetic...
AbstractWe elaborate on the convexity properties of (not necessarily finite) weakly median graphs an...
International audienceA median algebra is a ternary algebra that satisfies every equation satisfied ...
We present an Arrow-like theorem for aggregation functions over convervative median algebras. In do...
2-s2.0-85079443550In this paper, at first median algebras and the Yang–Baxter equation are studied, ...
International audienceIn this document, we consider a median-based calculus for efficiently represen...
International audienceIn this paper we characterize classes of median-homomorphisms between products...
AbstractIt is both a well-known and useful fact that every median semilattice M may be embedded into...
This paper establishes a new combinatorial framework for the study of coarse median spaces, bridging...
AbstractA median algebra is a ternary algebra which satisfies all the identities true for the median...
We characterize conservative median algebras and semilattices by means of forbidden substructures a...
A median algebra is a ternary algebra that satisfies every equation satisfied by the median terms of...
International audienceIn this paper, we study structures such as distributive lattices, distributive...
International audienceIn this short note we consider a class of median algebras, called (1, 2 : 3)-s...
International audienceHomorphisms of products of median algebras are studied with particular attenti...
International audienceMedian semilattices have been shown to be useful for dealing with phylogenetic...
AbstractWe elaborate on the convexity properties of (not necessarily finite) weakly median graphs an...
International audienceA median algebra is a ternary algebra that satisfies every equation satisfied ...
We present an Arrow-like theorem for aggregation functions over convervative median algebras. In do...
2-s2.0-85079443550In this paper, at first median algebras and the Yang–Baxter equation are studied, ...
International audienceIn this document, we consider a median-based calculus for efficiently represen...
International audienceIn this paper we characterize classes of median-homomorphisms between products...
AbstractIt is both a well-known and useful fact that every median semilattice M may be embedded into...
This paper establishes a new combinatorial framework for the study of coarse median spaces, bridging...
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