Adjacency Algebra of Unitary Cayley Graph
A. Satyanarayana Reddy
TL;DR
This paper investigates the eigenvalues of unitary Cayley graphs, demonstrating that their adjacency algebra forms a coherent algebra and identifying a class of these graphs that are distance regular.
Contribution
It establishes that the adjacency algebra of a unitary Cayley graph is a coherent algebra and characterizes a class of such graphs that are distance regular.
Findings
Adjacency algebra of unitary Cayley graphs is a coherent algebra
Identification of a class of distance-regular unitary Cayley graphs
Eigenvalue properties of unitary Cayley graphs
Abstract
A few properties of unitary Cayley graphs are explored using their eigenvalues. It is shown that the adjacency algebra of a unitary Cayley graph is a coherent algebra. Finally, a class of unitary Cayley graphs that are distance regular are also obtained.
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Taxonomy
Topicsgraph theory and CDMA systems · Matrix Theory and Algorithms · Mathematics and Applications