The study of zero-divisor graphs has emerged as a key area of research in algebra, serving as a link between ring theory and graph theory. These graphs offer a valuable framework for exploring the structure of commutative rings. While many important findings have previously been established in the study of graphs associated with zero-divisors of a commutative ring, this chapter highlights some of the key findings that directly demonstrate the connection between algebra and graph theory.
Author
(s) Details
Hem Lata
G.G.D.S.D. College, Hariana, Hoshiarpur, India.
Shelly Garg
DAV University, Jalandhar, India.
Please see the book here:-
https://doi.org/10.9734/bpi/mono/978-93-49473-39-3/CH10
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