AbstractWe fill in the details of the algorithm sketched in [6] and determine its complexity. As a part of this main algorithm, we also describe an algorithm which recognizes graphs which are isometric subgraphs of halved cubes. We discuss possible further applications of the same ideas and give a nice example of non-l1-graph allowing a highly isometric embedding into a halved cube
In many contexts, it is useful to determine if a particular distance metric can be broken down into ...
This paper deals with cellular automata in which the intercell connections define a graph of bounded...
AbstractAn isometric (i.e., distance-preserving) embedding of a connected graph G into a cartesian p...
AbstractWe fill in the details of the algorithm sketched in [6] and determine its complexity. As a p...
AbstractGraphs that can be isometrically embedded into the metric space l1 are called l1-graphs. Hal...
In this paper, we survey the metric properties of isometric subgraphs of hypercubes and, more genera...
A set S of isometric paths of a graph G is “v-rooted”, where v is a vertex of G, if v is one of the ...
AbstractWe classify distance-regular graphs that are isometrically embeddable into halved cube graph...
International audienceA set S of isometric paths of a graph G is "v-rooted", where v is a vertex of ...
International audienceA set S of isometric paths of a graph G is "v-rooted", where v is a vertex of ...
Graphs that can be isometrically embedded into the metric space 1 ~ are called /rgraphs. Halved cube...
AbstractAn isometric embedding of a connected graph G into a cartesian product of complete graphs is...
AbstractIn this note we study scale embeddings of graphs into hypercubes. LetG=(V, E)be a graph andd...
AbstractThe n-dimensional hypercube is the graph with 2n nodes labelled 0,1,…,2n−1 and an edge joini...
AbstractWe describe a polynomial time algorithm for, given an undirected graph G, finding the minimu...
In many contexts, it is useful to determine if a particular distance metric can be broken down into ...
This paper deals with cellular automata in which the intercell connections define a graph of bounded...
AbstractAn isometric (i.e., distance-preserving) embedding of a connected graph G into a cartesian p...
AbstractWe fill in the details of the algorithm sketched in [6] and determine its complexity. As a p...
AbstractGraphs that can be isometrically embedded into the metric space l1 are called l1-graphs. Hal...
In this paper, we survey the metric properties of isometric subgraphs of hypercubes and, more genera...
A set S of isometric paths of a graph G is “v-rooted”, where v is a vertex of G, if v is one of the ...
AbstractWe classify distance-regular graphs that are isometrically embeddable into halved cube graph...
International audienceA set S of isometric paths of a graph G is "v-rooted", where v is a vertex of ...
International audienceA set S of isometric paths of a graph G is "v-rooted", where v is a vertex of ...
Graphs that can be isometrically embedded into the metric space 1 ~ are called /rgraphs. Halved cube...
AbstractAn isometric embedding of a connected graph G into a cartesian product of complete graphs is...
AbstractIn this note we study scale embeddings of graphs into hypercubes. LetG=(V, E)be a graph andd...
AbstractThe n-dimensional hypercube is the graph with 2n nodes labelled 0,1,…,2n−1 and an edge joini...
AbstractWe describe a polynomial time algorithm for, given an undirected graph G, finding the minimu...
In many contexts, it is useful to determine if a particular distance metric can be broken down into ...
This paper deals with cellular automata in which the intercell connections define a graph of bounded...
AbstractAn isometric (i.e., distance-preserving) embedding of a connected graph G into a cartesian p...