except for nested functions, could you tell me how can I express in
sympy syntax the other equations of my example such the lists and
arrays?


On 26 déc, 23:48, "Ondrej Certik" <[email protected]> wrote:
> Hi Olfa,
>
> On Fri, Dec 26, 2008 at 11:13 PM, olfa <[email protected]> wrote:
>
> > Hi Mr Ondrej,
> > I 'm interested in extracting the function that a while loop defines
> > between the initial states (i, j, l, m, n, t, tt, v, vv, w, x, y) of
> > its variables and the final states(iP, jP, lP, mP, nP, tP, ttP, vP,
> > vvP, wP, xP, yP) of its variables. And I want to do that by solving a
>
> So the application of this is to evaulate some while loop? Sorry for
> my dumb question, I still don't understand the goal of this
> calculation.
>
> > system of equations and inequations that mixes :
> > - numeric equations(like:tt/3^(i/1)==ttP/3^(iP/1))
> > - inequalities (like:i<=iP)
> > - equations with arrays where I want to express symbolically sum of
> > the elements of an array (like:x+Sum[A[k],{k,i,N}]==xP+Sum[A[k],
> > {k,iP,N}])
> > -equations with nesting functions (like(Nest[f,v,j]==Nest[f,vP,jP]
> > wich means f(f(f(..(v)) j times is equal to f(f(f(..(vP)) jP times.
> > -equations with lists (like Join[l,m]==Join[lP,mP]which means that the
> > concatenation of lists m and l is equal to the concatenation of lP and
> > mP)
>
> Ok, I think I sort of understand what kind of calculation you want to do.
>
>
>
> > Unfortunately, some of these equations doesn't work in mathematica
> > (especially for
> > nesting function and for lists)(for arrays I'm not sure) and that's
> > why I want to know if sympy  could help me; It will be really great!
>
> As I said, I think you will have to enhance our solver to handle
> nested functions. Do you know an algorithm for calculating the thing
> you want? If so, let's implement that in sympy.
>
>
>
> > Is my explanation more clear?Could you help me?
>
> Absolutely, I'd like to help you.
>
> Ondrej
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