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A new method for proving the chromatically non-unique graphs is given by studying factorization their adjoint polynomials, and some structure characteristic is obtained. 摘要通过研究图的伴随多项式，给出了证明非色唯一图的一种新方法，并且得到了若干图簇的色等价图的结构性质。
We give a new method for proving the chromatic non-uniqueness of graphs by studying their adjoint polynomials, we obtain some structure characteristic of the chromatic equivalent graphs of kinds of graphs. 摘要通过研究图的伴随多项式的因式分解，给出并证明了若干图簇的色等价图的结构定理。
The properties of adjoint polynomials on a kind of graphs 一类图的伴随多项式的性质
On the fourth coefficients of adjoint polynomials of some graphs 关于几类图族伴随多项式的第四项系数
Let h(G,x) denote the adjoint polynomial of a Graph G. The chromatic uniqueness and chomatic equivalence from the complement of Graph G are studied. h(G;x)表示图G的伴随多项式;它从图G的补图出发研究色惟一和色等价.
In the paper, the propertices of the roots of adjoint polynomial for a class of graph is investigated, and prove the roots to be single multiple. 摘要研究了一类图伴随多项式的根的性质，并给出了这类图的伴随根是单重的。
The Factorization Theorem of Adjoint Polynomials of Graphs with Application 图的伴随多项式的因式分解定理及应用
Let G be a triangle-free graphs,in this paper,we give a formula of the derivative and two formula of the integral for the adjoint polynomial h(G,x) of G. 设G是不含三角形的图 ,本文给出了G的伴随多项式h(G ,x)的导数和两个积分公式
Two Factorization Theorems of Adjoint Polynomials of Graphs with Application 图的伴随多项式的两个因式分解定理及其应用
Factorization of adjoint polynomials of kinds of graphs with chromatically equivalent analysis 若干图簇的伴随多项式的因式分解及色性分析
The Factorization Theorem of Adjoint Polynomials of a kind of Graph and chromatically equivalence of its complemen 一类图的伴随多项式的因式分解及色性
The Factorization of Adjoint Polynomials of A Kind of Graphs and Chromatically Equivalence Analysis 一类图的伴随多项式的因式分解及色性分析
The Factorization of Adjoint Polynomials of Kinds of Graphs and Chromatically Equivalence Analysis 几类图簇的伴随多项式的因式分解及色性分析
On the roots of adjoint polynomial of some graphs 几类图的伴随多项式根的研究
SEVERAL RESULTS ON ADJOINT POLYNOMIAL OF GRAPHS 关于图的伴随多项式的几个结果
adjoint polynomials 伴随多项式
The Roots of Adjoint Polynomial of the Graphs Contain Triangles 一类含三角形图的伴随多项式的根
The properties of the adjoint polynomial of T_m(1,4,m-6) 图T_m(1,4,m-6)的伴随多项式的若干性质
High order polynomials can be highly oscillatory. 高次多项式往往有高度波动的特性。
DIVISIBLE PROPERTIES OF ADJOINT POLYNOMIAL OF THE SPECIAL GRAPHS 特殊图的伴随多项式的整除特性

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