Add to ORKGWe recall several results of zero divisor graphs of commutative rings. We then examine the preservation of diameter and girth of the zero divisor graph of direct products of commutative rings
Abstract—In this paper, we verify the diameter of zero divisor graphs with respect to direct product...
In this dissertation, we look at two types of graphs that can be placed on a commutative ring: the z...
There are so many ways to construct graphs from algebraic structures. Most popular constructions are...
Abstract. For a commutative ring R, we can form the zero-divisor graph Γ(R) or the ideal-divisor gra...
Abstract. We recall several results of zero divisor graphs of com-mutative rings. We then examine th...
We consider zero-divisor graphs of idealizations of commutative rings. Specifically, we look at the ...
AbstractFor a commutative ring R with zero-divisors Z(R), the zero-divisor graph of R is Γ(R)=Z(R)−{...
AbstractWe consider zero-divisor graphs of idealizations of commutative rings. Specifically, we look...
Let R be a commutative ring possessing (non-zero) zero-divisors. There is a natural graph associated...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
In this paper, we verify the diameter of zero divisor graphs with respect to direct product
In their article “Irreducible Divisor Graphs”, Coykendall and Maney (2007) introduced the idea of ir...
I. Beck introduced the concept of Zero-divisor graph of a commutative ring R with all the el...
Abstract—In this paper, we verify the diameter of zero divisor graphs with respect to direct product...
In this dissertation, we look at two types of graphs that can be placed on a commutative ring: the z...
There are so many ways to construct graphs from algebraic structures. Most popular constructions are...
Abstract. For a commutative ring R, we can form the zero-divisor graph Γ(R) or the ideal-divisor gra...
Abstract. We recall several results of zero divisor graphs of com-mutative rings. We then examine th...
We consider zero-divisor graphs of idealizations of commutative rings. Specifically, we look at the ...
AbstractFor a commutative ring R with zero-divisors Z(R), the zero-divisor graph of R is Γ(R)=Z(R)−{...
AbstractWe consider zero-divisor graphs of idealizations of commutative rings. Specifically, we look...
Let R be a commutative ring possessing (non-zero) zero-divisors. There is a natural graph associated...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
This article surveys the recent and active area of zero-divisor graphs of commutative rings. Notable...
In this paper, we verify the diameter of zero divisor graphs with respect to direct product
In their article “Irreducible Divisor Graphs”, Coykendall and Maney (2007) introduced the idea of ir...
I. Beck introduced the concept of Zero-divisor graph of a commutative ring R with all the el...
Abstract—In this paper, we verify the diameter of zero divisor graphs with respect to direct product...
In this dissertation, we look at two types of graphs that can be placed on a commutative ring: the z...
There are so many ways to construct graphs from algebraic structures. Most popular constructions are...