Reputation: 1321
I have a linear programming model, for the problem of minimum path. This is the model:
/* Min path problem
file: minPath.mod */
set V;
set E within V cross V;
param cost{E};
param S symbolic;
param T symbolic;
var flow{E} integer, >= 0;
minimize min_path: sum{(a,b) in E} cost[a,b] * flow[a,b];
s.t. conservazione{v in V: v != S and v != T}:
sum{(a,b) in E: a == v} flow[a,b] ==
sum{(a,b) in E: b == v} flow[a,b];
s.t. sorgente: sum{(a,b) in E: a == S} flow[a,b] == 1;
s.t. destinazione: sum{(a,b) in E: b == T} flow[a,b] == 1;
display {(a,b) in E} flow[a,b];
data;
set V := A B C D E;
set E := (A,B) (A,C) (B,D) (B,E) (C,D) (D,E);
param S := A;
param T := D;
param cost := [A,B] 2 [A,C] 1 [B,D] 3 [B,E] 1 [C,D] 1 [D,E] 1;
end;
The objective value is 3 for my example, and the minimum path is:
A -> C -> D -> E
For this reason, the vector flow has to be 1 on the edges, that i written here above. By the way, when i display the vector flow with the statement:
display {(a,b) in E} flow[a,b];
the vector is 0 in all the position.
flow[A,B].val = 0
flow[A,C].val = 0
flow[B,D].val = 0
flow[B,E].val = 0
flow[C,D].val = 0
flow[D,E].val = 0
I tried to change the syntax, but i couldn't force glpsol to print the real value.
Am I missing something?
Upvotes: 0
Views: 1444
Reputation: 1321
you have to put the statement:
solve;
before the display statement!
Upvotes: 2