Suppose R is a ring. The multiplicative power graph P(R) of R is the graphwhose vertices are elements of R, where two distinct vertices x and y are adjacent if and only if there exists a positive integer n such that x^n = y or y^n = x. In this paper, the tensor product of the power graphs of some nite rings and also some main properties of them will be studied
The algebraic properties of a group can be explored through the relationship among its elements. In ...
In this thesis we will give an interesting relation between finite rings and their graphs, such rela...
Gallian's survey shows that there is a big variety of labelings of graphs. By means of (di)graphs pr...
For a finite group G, the proper power graph P ∗ (G) of G is the graph whose vertices are non-tri...
For a finite group $G$ and for a fixed positive integer $k$, $k\geq 2$, the $k$-power graph of $G$ i...
The power graph of a group $G$ is the graph with vertex set $G$,having an edge joining $x$ and $y$ w...
Funding: The author Swathi V V acknowledges the support of Council of Scientific and Industrial Rese...
AbstractThe power graph of a group is the graph whose vertex set is the group, two elements being ad...
In this thesis, we investigate the properties of some graphs associated with finite rings, namely th...
AbstractMotivated by an open problem of Abawajy et al. [1] we find some relations between power grap...
S. Bera (Line graph characterization of power graphs of finite nilpotent groups, \textit{Communicati...
AbstractIn this paper, it is shown that the tensor product of the complete bipartite graph, Kr,r,r≥2...
The graphs on which dihedral, quaternion, and abelian groups act vertex and/or edge transitivity are...
Funding: The author Pallabi Manna is supported by CSIR (Grant No-09/983(0037)/2019-EMR-I). Ranjit Me...
Let be a finite ring. The bipartite graph associated to elements and cosets of subrings of &nb...
The algebraic properties of a group can be explored through the relationship among its elements. In ...
In this thesis we will give an interesting relation between finite rings and their graphs, such rela...
Gallian's survey shows that there is a big variety of labelings of graphs. By means of (di)graphs pr...
For a finite group G, the proper power graph P ∗ (G) of G is the graph whose vertices are non-tri...
For a finite group $G$ and for a fixed positive integer $k$, $k\geq 2$, the $k$-power graph of $G$ i...
The power graph of a group $G$ is the graph with vertex set $G$,having an edge joining $x$ and $y$ w...
Funding: The author Swathi V V acknowledges the support of Council of Scientific and Industrial Rese...
AbstractThe power graph of a group is the graph whose vertex set is the group, two elements being ad...
In this thesis, we investigate the properties of some graphs associated with finite rings, namely th...
AbstractMotivated by an open problem of Abawajy et al. [1] we find some relations between power grap...
S. Bera (Line graph characterization of power graphs of finite nilpotent groups, \textit{Communicati...
AbstractIn this paper, it is shown that the tensor product of the complete bipartite graph, Kr,r,r≥2...
The graphs on which dihedral, quaternion, and abelian groups act vertex and/or edge transitivity are...
Funding: The author Pallabi Manna is supported by CSIR (Grant No-09/983(0037)/2019-EMR-I). Ranjit Me...
Let be a finite ring. The bipartite graph associated to elements and cosets of subrings of &nb...
The algebraic properties of a group can be explored through the relationship among its elements. In ...
In this thesis we will give an interesting relation between finite rings and their graphs, such rela...
Gallian's survey shows that there is a big variety of labelings of graphs. By means of (di)graphs pr...
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