activity
20042022
most citedOn topological relaxations of chromatic conjectures

18 citations · 23 across the 14 of their papers we have counts for

collaborators

19 papers

math.CO2022

Critical subgraphs of Schrijver graphs for the fractional chromatic number

Anna Gujgiczer, Gábor Simonyi

Schrijver graphs are vertex-color-critical subgraphs of Kneser graphs having the same chromatic number. They also share the value of their fractional chromatic number but Schrijver…

math.CO2022

Structured Codes of Graphs

Noga Alon, Anna Gujgiczer, János Körner +2

We investigate the maximum size of graph families on a common vertex set of cardinality such that the symmetric difference of the edge sets of any two members of the family sat…

math.CO2021

On multichromatic numbers of widely colorable graphs

Anna Gujgiczer, Gábor Simonyi

A coloring is called -wide if no walk of length connects vertices of the same color. A graph is -widely colorable with colors if and only if it admits a homomorphi…

math.CO2019

Shannon capacity and the categorical product

Gábor Simonyi

Shannon OR-capacity of a graph , that is the traditionally more often used Shannon AND-capacity of the complementary graph, is a homomorphism monotone graph para…

math.CO2018

On colorful edge triples in edge-colored complete graphs

Gábor Simonyi

An edge-coloring of the complete graph we call -caring if it leaves no -subgraph of monochromatic and at the same time every subset of vertices contains…

math.CO2018

Partitioning transitive tournaments into isomorphic digraphs

Attila Sali, Gábor Simonyi, Gábor Tardos

In an earlier paper the first two authors have shown that self-complementary graphs can always be oriented in such a way that the union of the oriented version and its isomorphical…