Reputation: 743
I have this constraint in my code.
i=number of supplier
p=type of productions
t=number of period
constraint=con1[i=1:3,p=1:2,t=1:3],E(I)[i,p,t ]=
sum(Q[i,p,s] fors=1:t)-sum(E(D)[i,p,t]+E(W)[i,p,s] for s=1:t ))
E(I)=((sigmaI/miuI)+sigmaI)*exp(((I[i,p,t]-miuI)/sigmaI)^2)
E(w)[i,p,t]=((sigmaw/miuw)+sigmaw)*exp(((w[i,p,t]-miuw)/sigmaw)^2)
they are expected value of inventory and waste of products. as well as w and I are decision variables. I would like to save all the expected value equations in one matrix[3,2,3]. Is it possible in Julia? Pleas help me. thanks all
Upvotes: 1
Views: 129
Reputation: 19132
Yes. You set this up as a rootfinding problem to solve for x
in some array equation G(x)=0
and use a package like NLsolve.jl.
Upvotes: 1