单变量函数方程求根的一种新型Newton迭代法

A New Type of Globally Convergent Iterative Newton Method for Solving Functional Equations of one Variable

对求解单变量函数方程提出一种大范围收敛的新型Newton迭代法,该方法的收敛范围比New-ton法大.通过给出的实例表明,该方法具有明显优势.

Concerning the solving of function equations , a new type of globally convergent iterative Newton method is given. Its iterative range is wider than Newton method. Concrete examples indicate that this method possesses superiority.