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math.SP2026
Spectral radius and second largest eigenvalues of power graphs of finite groups
Priti Prasanna Mondal, Basit Auyoob Mir, Fouzul Atik
Consider a group and construct its power graph, whose vertex set consists of the elements of . Two distinct vertices (elements) are adjacent in the graph i…
math.SP2025
On the Spectral Analysis of the Superpower Graph of the Direct Product of Dihedral Groups
Basit Auyoob Mir, Fouzul Atik
The superpower graph of a finite group , or , is an undirected simple graph whose vertices are the elements of the group , and two distinct vertices …
math.SP2025
On the Spectral Analysis of Power Graph of Dihedral Groups
Basit Auyoob Mir, Fouzul Atik, Priti Prasanna Mondal
The power graph \( \mathcal{G}_G \) of a group \( G \) is a graph whose vertex set is \( G \), and two elements \( x, y \in G \) are adjacent if one is an integral power of the oth…