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wgzh222

新虫 (初入文坛)

[求助] matlaB求解多项式反函数遇阻

我用matlaB求解六次幂的多项式反函数问题,怎么得不到结果呢?
我是菜鸟一个,求高手指教,在线等,运算结果如下
>> syms x
>> f=sym((-3E-14)*x^6+(5E-11)*x^5-(3E-08)*x^4+(8E-06)*x^3-0.0007*x^2+0.0073*x+0.4755)

f =

-1188422437713965/39614081257132168796771975168*x^6+7737125245533627/154742504910672534362390528*x^5-4533471823554859/151115727451828646838272*x^4+4722366482869645/590295810358705651712*x^3-7/10000*x^2+73/10000*x+951/2000


>> finverse(f)
Warning: finverse(-1188422437713965/39614081257132168796771975168*x^6+7737125245533627/154742504910672534362390528*x^5-4533471823554859/151115727451828646838272*x^4+4722366482869645/590295810358705651712*x^3-7/10000*x^2+73/10000*x+951/2000) is not unique.
> In sym.finverse at 43
??? Error using ==> maple
at offset 217, `;` unexpected

Error in ==> sym.finverse at 48
g = sym(maple('subs',['_tmpy =' x],g));
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Solemn余胜威

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【答案】应助回帖

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感谢参与,应助指数 +1
jjdg(金币+1): 感谢参与 2012-01-12 01:20:31
呵呵,其实解方程,不像这样吧,你这样直接把那个方程表示为一个字符串呀
6楼2012-01-11 23:23:51
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dbb627

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【答案】应助回帖

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jjdg(金币+1): 感谢参与应助 2012-01-10 00:51:25
5次以上的方程没有求根公式
The more you learn, the more you know, the more you know, and the more you forget. The more you forget, the less you know. So why bother to learn.
2楼2012-01-09 11:30:34
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wgzh222

新虫 (初入文坛)

引用回帖:
楼: Originally posted by dbb627 at 2012-01-09 11:30:34:
5次以上的方程没有求根公式

那怎么求啊?大哥?
3楼2012-01-09 11:33:21
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jxt1234

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jjdg(金币+1): 感谢参与应助 2012-01-11 01:24:16
数值解用 solve(f) 求吧,严格来说是5次以上的方程是没有根式解(和没求根公式也差不多)
4楼2012-01-10 21:06:48
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