一类切比雪夫型方程组的通解

The general solutions of a kind of Chebyshev equations

定义了一类切比雪夫型一元方程组,通过各方程的全体复根来研究二阶乃至高阶方程组的全体复根的结构和个数,并得到统一的表述.

In this paper, a kind of Chebyshev equations in one unknown is defined, then through all the complex roots of each equation, the structure and the number of all the complex roots of the two-order and higher-order equa- tions are studied, the unified forms are obtained.