retrieve coefficients from multivariable symbolic equation.

Question

themaze 2011-7-11

0
链接

此问题的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/11332-retrieve-coefficients-from-multivariable-symbolic-equation

Hi,

what will be the easiest/best to extract coefficients from multivariate symbolic equations. for instance if I have

131823*c1^4 - 1092957*c1^3*c2 - 1903326*c1^3*c3 + 315414*c1^3 + 681399*c1^2*c2^2 + 291012*c1^2*c2*c3 - 642874*c1^2*c2 + 97275*c1^2*c3^2 + 3458345*c1^2*c3 + 124940*c1^2 + 560571*c1*c2^3 + 1107126*c1*c2^2*c3 + 149922*c1*c2^2 + 548367*c1*c2*c3^2 + 342112*c1*c2*c3 + 457357*c1*c2 + 2496438*c1*c3^3 + 330818*c1*c3^2 - 657587*c1*c3 - 82147*c1 + 779506*c2^3 - 2672451*c2^2*c3 - 254337*c2^2 + 69082*c2*c3^2 + 76916*c2*c3 + 50604*c2 - 1760499*c3^3 - 800417*c3^2 - 317442*c3 - 22910

How can I extract - 800417 as the coefficient of c3^2 and 681399 as the coefficient of c1^2*c2^2?

Thanks

0 个评论
显示 -2更早的评论隐藏 -2更早的评论

请先登录，再进行评论。

请先登录，再回答此问题。

Answer 1

Friedrich 2011-7-11

1
链接

此回答的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/11332-retrieve-coefficients-from-multivariable-symbolic-equation#answer_15452

Hi,

I think the coeffs function from the Symbolic Math Toolbox could help here:

http://www.mathworks.com/help/releases/R2011a/toolbox/symbolic/coeffs.html

4 个评论
显示 2更早的评论隐藏 2更早的评论

Paulo Silva 2011-7-11

ok number 1- isn't really true if you provide c1^2 this way

C = coeffs(F1, sym('c1^2'))

themaze 2011-7-11

Thanks I found a way to do it using coeffs and looping.

请先登录，再进行评论。

Answer 2

Paulo Silva 2011-7-11

0
链接

此回答的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/11332-retrieve-coefficients-from-multivariable-symbolic-equation#answer_15453

在 MATLAB Online 中打开

The first question can be solved by messing around with coeffs and using the imagination, second question I have no idea

s=sym('131823*c1^4 - 1092957*c1^3*c2 - 1903326*c1^3*c3 + 315414*c1^3 + 681399*c1^2*c2^2 + 291012*c1^2*c2*c3 - 642874*c1^2*c2 + 97275*c1^2*c3^2 + 3458345*c1^2*c3 + 124940*c1^2 + 560571*c1*c2^3 + 1107126*c1*c2^2*c3 + 149922*c1*c2^2 + 548367*c1*c2*c3^2 + 342112*c1*c2*c3 + 457357*c1*c2 + 2496438*c1*c3^3 + 330818*c1*c3^2 - 657587*c1*c3 - 82147*c1 + 779506*c2^3 - 2672451*c2^2*c3 - 254337*c2^2 + 69082*c2*c3^2 + 76916*c2*c3 + 50604*c2 - 1760499*c3^3 - 800417*c3^2 - 317442*c3 - 22910')
[C,T]=coeffs(s,'c3') %notice T(2) is c3^2
c=C(2); %using the clue that the index 2 is what you are looking for
c=coeffs(c); %get the coeffs again
c(1) %this is what you are looking for