activity
20062026
most citedSymmetry properties of generalized graph truncations

14 citations · 49 across the 22 of their papers we have counts for

collaborators

24 papers

math.CO2026

Cubic factor-invariant graphs of bialternating cycle quotient type

Primož Šparl

In 2019, investigation of the so-called factor-invariant cubic graphs was initiated by Alspach, Khodadadpour and Kreher. For a cubic graph and a vertex-transitive subgroup …

math.CO2025

Self-reverse labelings of distance magic graphs

Petr Kovář, Ksenija Rozman, Primož Šparl

A graph is distance magic if it admits a bijective labeling of its vertices by integers from up to the order of the graph in such a way that the sum of the labels of all the ne…

math.CO2025

An infinite family of simple graphs underlying chiral, orientable reflexible and non-orientable rotary maps

Isabel Hubard, Primož Potočnik, Primož Šparl

In this paper, we provide the first known infinite family of simple graphs, each of which is the skeleton of a chiral map, a skeleton of a reflexible map on an orientable surfaces,…

math.CO2024

On the fractional matching extendability of Cayley graphs of Abelian groups

Boštjan Kuzman, Primož Šparl

Fractional matching extendability is a concept that brings together two widely studied topics in graph theory, namely that of fractional matchings and that of matching extendabilit…

math.CO2024★ 1 cited

Distance magic labelings of Cartesian products of cycles

Ksenija Rozman, Primož Šparl

A graph of order is distance magic if it admits a bijective labeling of its vertices with integers from to such that each vertex has the same sum of the labels of its n…

math.CO2023

Tetravalent distance magic graphs of small order and an infinite family of examples

Ksenija Rozman, Primož Šparl

A graph of order is distance magic if it admits a bijective labeling of its vertices with integers from to such that each vertex has the same sum of the labels of its n…