Denis E. Videla

most citedWalks on Unitary Cayley Graphs and Applications

2 citations · 2 across the 2 of their papers we have counts for

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math.CO2023

Number of cliques of Paley-type graphs over finite commutative local rings

Andrea L. Gallo, Denis E. Videla

In this work, given $(R, m)$ a finite commutative local ring with identity and $k \in N$ with $(k, ∣ R ∣) = 1$ , we study the number of cliques of any size in the Cayley gr…

math.CO2012★ 2 cited

Walks on Unitary Cayley Graphs and Applications

Elias Cancela, Daniel A. Jaume, Adrián Pastine +1

In this paper, we determine an explicit formula for the number of walks in $X_{n} = Cay (Z_{n}, U_{n})$ , the unitary Cayley Graphs of order $n$ , between any pair…