Symbolic Toolbox: Coefficients and Powers of a polynomial
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Hey,
suppose I have a (maybe multidimensional) polynomial given in a symbolic way. What I want is all the coefficients of the different terms with knowledge about the power of the variable at this point. So a perfect solution would be something like this
Input: 3 * x^5 + 2 * x^3 + 23
Output: Coeffs: [3 2 23], Powers: [5 3 0]
Or something like the polynomial in matlab, i.e.
output: [3 0 2 0 0 23]
I actually wrote a small script than can already do what I want:
syms x
f = 3 * x^5 + 2 * x^3 + 23
[polyCoeffs, mononomials] = coeffs(f)
% output is
% polyCoeffs = [ 3, 2, 23]
% mononomials = [ x^5, x^3, 1]
polyPowers = zeros(1, length(mononomials))
for i=1:length(mononomials)
polyPowers(i) = length(sym2poly(polyPowers(i))) - 1;
end
It does the job, but it is very unelegant and - if there are more than one variable in the polynomial - in can get a little bit more complicated. So I'd like to know if anyone has a smarter idea, or if there is something in Matlab I just haven't found yet.
Thanks
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Antworten (2)
Haroon
am 21 Jan. 2019
The above code will not work well. I have modified it and now it is working fine.
syms x
f = 3 * x^5 + 2 * x^3 + 23
[polyCoeffs, mononomials] = coeffs(f);
poly=sym2poly(f);
polyPowers = zeros(1, length(mononomials));
j=0;
for i=1:length(poly)
if poly(i)~=0
j=j+1;
polyPowers(j)= length(poly)-i;
end
end
display(polyPowers)
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