1) Newton polynomial
Newton多边形
2) Newton polygon
Newton多边形
1.
We obtain some results as follows: the lower order of Dirichlet series on the complex plane is proved by the Newton polygon,and then it is proved that the lower order of random function define by nonequally distributed random Dirichlet series in every horizontal straight line is almost surely equal to the growth of function defined by their corresponding Dirichlet series.
文章研究了复平面上Dirichlet级数与随机Dirichlet级数下级的增长性,应用Newton多边形,证明了复平面上Dirichlet级数下级的增长性。
2.
The relations between order,lower order and coefficient of Dirichlet series are obtained by using a Newton polygon.
首次应用Newton多边形得到级、下级与它的系数间的关系。
3) Newton polynomial
Newton多项式
4) deformed Newtons method
变形Newton法
1.
Convergence of a deformed Newtons method;
一类变形Newton法的收敛性
5) boundary polygon
边界多边形
补充资料：凹多边形
Image:11534686683212413.jpg
凹多边形
把一个各边不自交的多边形任意一边向两方无限延长成为一直线，如果多边形的其他各边不在此直线的同旁，那么这个多边形就叫做凹多边形。
凹多边形的内角和的解，其实我们可以通过（n-2）·180来计算。实际上是把大于平角的角划分为两个角（如图）
说明：补充资料仅用于学习参考，请勿用于其它任何用途。