Any idea to convert numerics to symbolic ?

How can I convert an equation with the numeric coeffs to symbolic ?
example :
y= 2*exp(3*x)+log10(4*x+9)+10
so I get
y= a1*exp(a2*x)+log10(a3*x+a4)+a5

Answers (4)

I can think of string operations. But you need to find rules how to smartly cover situations where you don't want to replace a number with a variable like in x.^2.
yes, me too. But there isn't anything already available as a function ?

2 Comments

Don't think so. I never heard of such an operation. Instead of numerics to symbolic I would also rather call it "generalizing coefficients" or so. But exactly because if this difficulty to name it, it is also difficult to search for it. Lets see if more people reply.
yeah, you're right ! Thanks :-)
pietro
pietro on 2 Jun 2014
You can use the symbolic toolbox. Here an example:
syms z,x
z=3*x; y=subs(z1,{3},{a})
With a workaround I think you can do what you need

2 Comments

I meant without explizit writing all numerics maunally.
pietro
pietro on 2 Jun 2014
Edited: pietro on 2 Jun 2014
you can write your formula in symbolic way, then using symvar you can get the symboli variables:
y=2*exp(3*x)+log10(4*x+9)+10 Then with symvar you can get the variables.
symvar(y)
ans =
x
so you can get everything since operators and functions are known. After having got the numeric values, you can substitute them using subs
Hope this helps
x= 'a':'z';
z = '2*exp(3*x)+log10(4*x+9)+10';
dd = regexp(z,'(?<=[\(-*/+ ])\d*|\d*(?=[+*-/\)])','match');
out = regexprep(z,dd',cellstr(x(1:numel(dd))'));

1 Comment

out = a*exp(b*x)+loge(c*x+d)+e
log10 is lost ...

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on 2 Jun 2014

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on 20 Aug 2021

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