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20082026
most citedOn Chromatic Number of Kneser Hypergraphs

35 citations · 70 across the 19 of their papers we have counts for

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math.CO2021

The Matching Ramsey Number of Hypergraphs, Revisited

Saeed Shaebani, Meysam Alishahi

Suppose that a hypergraph and an arbitrary nonempty (finite or infinite) set of available colors are given. Each color is associated with a frequency , whe…

math.CO2019

Topological bounds for graph representations over any field

Meysam Alishahi, Frédéric Meunier

Haviv ({\em European Journal of Combinatorics}, 2019) has recently proved that some topological lower bounds on the chromatic number of graphs are also lower bounds on their orthog…

math.CO2019

Maximum Nullity and Forcing Number on Graphs with Maximum Degree at most Three

Meysam Alishahi, Elahe Rezaei-Sani, Elahe Sharifi

A dynamic coloring of the vertices of a graph starts with an initial subset of colored vertices, with all remaining vertices being non-colored. At each time step, a colored…

math.CO2018

On the random version of the Erdős matching conjecture

Meysam Alishahi, Ali Taherkhani

The Kneser hypergraph is an -uniform hypergraph with vertex set consisting of all -subsets of and any collection of vertices forms an…

math.CO2018

Extremal -free induced subgraphs of Kneser graphs

Meysam Alishahi, Ali Taherkhani

The Kneser graph is a graph whose vertex set is the family of all -subsets of and two vertices are adjacent if their corresponding subsets are disjoint. T…

math.CO2017

Coloring Properties of Categorical Product of General Kneser Hypergraphs

Roya Abyazi Sani, Meysam Alishahi, Ali Taherkhani

More than 50 years ago Hedetniemi conjectured that the chromatic number of categorical product of two graphs is equal to the minimum of their chromatic numbers. This conjecture has…