ABSTRACT. The clique polynomial of a graph is defined. An explicit formula is then derived for the clique polynomial of the complete graph. A fundamental theorem and a reduction process is then given for clique polynomials. Basic properties of the polynomial are also given. It is shown that the number theoretic functions defined by Menon are related to clique polynomials. This establishes a connection between the clique polynomial and decompositions of finite sets, symmetric groups and analysis
AbstractThe chain polynomial of a graph was introduced in Read and Whitehead (Discrete Math. 204 (19...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
ABSTRACT. The clique polynomial of a graph is defined. An explicit formula is then derived for the c...
The clique polynomial of a graph is defined. An explicit formula is then derived for the clique poly...
AbstractThis paper introduces two kinds of graph polynomials, clique polynomial andindependent set p...
This paper introduces two kinds of graph polynomials, clique polynomial andindependent set polynomia...
This project is for students interested in applying algebra and computa-tion to an important problem...
Graph polynomials are polynomials associated to graphs that encode the number of subgraphs with give...
summary:We introduce a new concept namely the degree polynomial for the vertices of a simple graph. ...
AbstractA new class of graph polynomials is defined. Tight bounds on the coefficients of the polynom...
In this text we attempt to unify many results about the K operator based on a new theory involving g...
In this text we attempt to unify many results about the K operator based on a new theory involving g...
The independence polynomial and the clique polynomial are the graph poly- nomials that are used to d...
The independence and clique polynomial are two types of graph polynomial that store combinatorial in...
AbstractThe chain polynomial of a graph was introduced in Read and Whitehead (Discrete Math. 204 (19...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
ABSTRACT. The clique polynomial of a graph is defined. An explicit formula is then derived for the c...
The clique polynomial of a graph is defined. An explicit formula is then derived for the clique poly...
AbstractThis paper introduces two kinds of graph polynomials, clique polynomial andindependent set p...
This paper introduces two kinds of graph polynomials, clique polynomial andindependent set polynomia...
This project is for students interested in applying algebra and computa-tion to an important problem...
Graph polynomials are polynomials associated to graphs that encode the number of subgraphs with give...
summary:We introduce a new concept namely the degree polynomial for the vertices of a simple graph. ...
AbstractA new class of graph polynomials is defined. Tight bounds on the coefficients of the polynom...
In this text we attempt to unify many results about the K operator based on a new theory involving g...
In this text we attempt to unify many results about the K operator based on a new theory involving g...
The independence polynomial and the clique polynomial are the graph poly- nomials that are used to d...
The independence and clique polynomial are two types of graph polynomial that store combinatorial in...
AbstractThe chain polynomial of a graph was introduced in Read and Whitehead (Discrete Math. 204 (19...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
Abstract. In this paper, we are presented a formula for the polynomial of a graph. Our main result i...
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