I´m in the same point that the last time I have writen here. I need to
obtain the minimum between two variables but with solution, the
variables X and Y, that they are before calcule in the program, change
the values and it doesn´t work... are there more methods of obtaining
a minimum in AMPL, using CPLEX?
Thanks
-------------
var z; # objective value
var b binary; # decides which of x and y is smaller
param M > 0; # sufficiently large parameter that |x-y| < M for all
feasible x, y
minimize totalcost: z;
s.t. IfXSmaller: z >= x - M*b;
s.t. IfYSmaller: z >= y - M*(1-b);
--------------
On 27 mayo, 23:03, Paul <
ru...@...> wrote:
> The value of x and y changes from what? Did you previously have a way
> of solving the problem?
>
> If you have a known optimal solution, check whether this approach
> gives the same objective value but different x and y. If the
> objective value is the same, you have multiple optimal solutions.
>
> Another possibility, if M is very large, is that rounding error may be
> causing issues. You generally want the smallest value of M for which
> you can be confident that |x-y| < M.
>
> On May 27, 6:53 am,plozmar<
lozano_pal...@...> wrote:
>
>
>
> > Thanks so much, but now I have problems with the parameter M because
> > it makes that the result optimization of the variables x and y
> > changes, I don´t know why. I take a big number (sufficiently large
> > that |x-y|) the values of x and y changes (and the program doesn´t
> > work ok) Why is it?
>
> > Thanks for all
>
> > On 26 mayo, 22:37, Paul <
ru...@...> wrote:
>
> > > I assume x and y are variables? You'll need to introduce a binary
> > > variable.
>
> > > var z; # objective value
> > > var b binary; # decides which of x and y is smaller
> > > param M > 0; # sufficiently large parameter that |x-y| < M for all
> > > feasible x, y
>
> > > minimize totalcost: z;
> > > s.t. IfXSmaller: z >= x - M*b;
> > > s.t. IfYSmaller: z >= y - M*(1-b);
>
> > > On May 26, 5:12 am,plozmar<
lozano_pal...@...> wrote:
>
> > > > Hi,
> > > > now I want to make this, using CPLEX
>
> > > > minimize totalcost:
>
> > > > min(x,y)
>
> > > > How can I implement this statement? Can I with this solver?
>
> > > > Thanks to all,- Ocultar texto de la cita -
>
> > > - Mostrar texto de la cita -- Ocultar texto de la cita -
>
> - Mostrar texto de la cita -
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