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20192025
most citedRandom Walk Labelings of Perfect Trees and Other Graphs

1 citations · 1 across the 10 of their papers we have counts for

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Showing 2023Show all

6 papers · 1 filter

math.CO2023

Staircase graph words

Sela Fried, Toufik Mansour

Generalizing the notion of staircase words, introduced by Knopfmacher et.\ al, we define staircase graph words. These are functions from the vertex set of a graph into the…

math.CO2023

The total number of descents and levels in tensor words and cyclic tensor words

Sela Fried, Toufik Mansour

We obtain an explicit formula for the total number of descents and levels in tensor words and cyclic tensor words of arbitrary dimension. We also establish the exact maximal number…

math.CO2023

On the maximal sum of the entries of a matrix power

Sela Fried, Toufik Mansour

Let be the maximal sum of the entries of , where is a square matrix of size , consisting of the numbers , each appearing exactly once. We prove th…

math.CO20231 cited

Random Walk Labelings of Perfect Trees and Other Graphs

Sela Fried, Toufik Mansour

A Random walk labeling of a graph is any labeling of that could have been obtained by performing a random walk on . Continuing two recent works, we calculate the number…

math.CO2023

Further Results on Random Walk Labelings

Sela Fried, Toufik Mansour

Recently, we initiated the study of random walk labelings of graphs. These are graph labelings that are obtainable by performing a random walk on the graph, such that each vertex i…

math.CO2023

Graph Labelings Obtainable by Random Walks

Sela Fried, Toufik Mansour

We initiate the study of what we refer to as random walk labelings of graphs. These are graph labelings that are obtainable by performing a random walk on the graph, such that the…