3 citations · 3 across the 6 of their papers we have counts for
6 papers
Geometric description of -dimensional flows of a graph
Davide Mattiolo, Giuseppe Mazzuoccolo, Jozef Rajník +1
A -dimensional nowhere-zero -flow on a graph , an -NZF from now on, is a flow where the value on each edge is an element of whose (Euclidean) norm li…
On -dimensional nowhere-zero -flows on a graph
Davide Mattiolo, Giuseppe Mazzuoccolo, Jozef Rajník +1
A -dimensional nowhere-zero -flow on a graph , an -NZF from now on, is a flow where the value on each edge is an element of whose (Euclidean) norm li…
A lower bound for the complex flow number of a graph: a geometric approach
Davide Mattiolo, Giuseppe Mazzuoccolo, Jozef Rajník +1
Let be a real number. A complex nowhere-zero -flow on a graph is an orientation of together with an assignment such that, for all…
A characterization of graphs with small palette index
Domenico Labbate, Davide Mattiolo, Giuseppe Mazzuoccolo +2
Given an edge-coloring of a graph , we associate to every vertex of the set of colors appearing on the edges incident with . The palette index of is defined as th…
On the existence of graphs which can colour every regular graph
Giuseppe Mazzuoccolo, Gloria Tabarelli, Jean Paul Zerafa
Let and be graphs. An -colouring of is a proper edge-colouring such that for any vertex there exists a vertex with $…
Graphs with large palette index
Davide Mattiolo, Giuseppe Mazzuoccolo, Gloria Tabarelli
Given an edge-coloring of a graph, the palette of a vertex is defined as the set of colors of the edges which are incident with it. We define the palette index of a graph as the mi…