Hello,
thanks for your answer!
I meant that qs0,qd0 and p0 are dependent on t, j and i…like you wrote, they are on domain i,j, and t.
So do I just eliminate t by performing the summation? Because that is what I want to do…
Or do I calculate something else by performing the summation?
I think the problem is that I don´t really get what the summation is for.
Regards!
Am Dienstag, 6. November 2012 12:01:32 UTC+1 schrieb Edsoncv:
Hello
I didn’t understand exactly what do you mean by “include an additional dimension”, but I’ll try to explain the equations you wrote:
PS_0(i,j) = sum(t, qs0(t,i,j)*p0(i,t)) -sum(t, costs_0(i,j,t)) ;
notice that in the right hand side, you have:
qs0(t,i,j)
costs_0(i,j,t)
which are on domain of “i,j and t”. However they are inside a summation, I mean, after you perform a summation on index “t”, you’ll “eliminate this dimension/index and on the RHS you’ll end up with equations that are on “i” and “j” domain only. So, in the left hand side " PS_0(i,j)” is in the “i,j” domain.
I hope you have understood the issue.
Regards
2012/11/6 frances
Hey,
I have a question about how to include an additional dimension into my equations.
Is it possible to include a dimension, in this case t (for time) only on the right side of the equation
and not on the left? It is not correct in mathematically terms, is it? But I´m having problems with my
GAMS code if I include the dimension into every variable/parameter.
If my equation is the following, for instance:
PS_0(i,j) = qs0(i,j)*p0(i) - costs_0(i,j) ;
In this case only qs0, p0 and a are defined by t.
I have seen equations like this:
PS_0(i,j) = sum(t, qs0(t,i,j)*p0(i,t)) -sum(t, costs_0(i,j,t)) ;
But I am not sure what sum exactly means in that case.
I would be grateful for any help!
Thanks in advance!
\
Edson Valle
eds...@gmail.com
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