Results 121 to 130 of about 576,514 (220)
A Comparison of Zero Divisor Graphs [PDF]
A zero divisor graph of a ring R is a visual representation of the zero divisors and their relationships in R. (If a and b are non-zero elements in R such that ab = 0, then a and b are vertices of the graph and connected by an edge.) These graphs have ...
Spiroff, Sandra
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تصنیف بیانات قواسم الصفر للحلقات الإبدالیة ذات الدرجات 7 و 8
Husam Q. Mohammad, Nazar H. Shuker
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Determining Corresponding Artinian Rings to Zero-Divisor Graphs [PDF]
We introduce Anderson\u27s and Livingston\u27s definition of a zero-divisor graph of a commutative ring. We then redefine their definition to include looped vertices, enabling us to visualize nilpotent elements.
Jones, Abigail Mary
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A New Type of Zero Divisor Graphs of a Lattice, t-Zero Divisor Graphs
In this paper, we introduce the t-zero divisor graph $\Gamma_{T}(L)$, which is a generalization of the zero divisor graph of a lattice $\Gamma(L)$, where $t$ is a triangular norm on $L$. We investigate which properties hold in $t$-zero divisor graphs for special $t$-norms while giving some additional properties of the zero divisor graph.
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C 4 -free zero-divisor graphs [PDF]
. In this paper we give a characterization for all commutative rings with 1 whose zero-divisor graphs are C4 ...
Sayyed Heidar Jafari
core
Zero-Divisor Graphs and Lattices of Finite Commutative Rings [PDF]
In this paper we consider, for a finite commutative ring R, the well-studied zero-divisor graph Γ(R) and the compressed zero-divisor graph Γc(R) of R and a newly-defined graphical structure --- the zero-divisor lattice Λ(R) of R. We give results which
Weber, Darrin
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A Study on the Structure of Ideal-Based Non-Zero Divisor Graphs Associated with <i>Z</i> <sub><i>n</i></sub>. [PDF]
Kadem S, Abd Aubad A.
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Integrating Artificial intelligence within sustainable smart analytical chemistry for analyzing the divisor impact on UV-spectrophotometric efficiency of solifenacin and mirabegron combination. [PDF]
Lotfy HM +3 more
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Prüfer rings with zero divisors.
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Zero divisors in differential rings [PDF]
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