SAS can do it in many ways, depends upon how do you formulate your question. One of the most general ways is PROC NLP in SAS/OR. NLP for nonlinear programming. You want to solve a equation, say, f(x)=0. You can reformulate your question as finding x such that f(x)**2 reach its minimum. If the minimum is 0, you got the solution, otherwise, there is no solution at all. Surely, we are talking about numerical solution, not analytical. By default, we are looking for only real solution, not the number in other space.作者: shiyiming 时间: 2004-3-7 21:42
xic的确是高人,在下很是佩服.解高次方程,好想还可以通过iml里的polyroot函数来节,速度应该更快一点.作者: shiyiming 时间: 2004-3-8 20:47
可以用MATHEMATICA
很方便的,可以求解析解的
而且可以画图,直观的看出某一邻域的逼近情况
SAS没有用过的
个人认为各种软件可以交互着用
没有必要什么都用SAS的
SAS有些方面实在太繁琐
不够直观明了的
当然如果楼主只是针对SAS的应用技巧而言
本回复就驴头不对马嘴了
哈哈作者: shiyiming 时间: 2004-3-11 22:44 标题: 谢谢各位了! 各位意见都很不错,小弟谢谢各位了!