I have a big system of linear equations.
I need an exact result. It is a symbolic problem in the sense I want an exact result, but I don't have variables, everything is an (exact) number.
To give you an Idea, this is my script, where:
Length[CouplesFinaux] = (3^7)*2.
degreMax = {2, 2, 2, 2, 2, 2, 2}
(Again, I have 3^7 unknowns A
and B
in my system)
res = fonctionRes @@@ CouplesFinaux;
eq = polynomeAtrouver @@@ CouplesFinaux;
listeEquations =
Table[eq[[k]] == res[[k]], {k, 1, Length[CouplesFinaux]}];
inconnues =
Union[Flatten[
Table[A[i1, i2, i3, i4, i5, i6, i7], {i1, 0, degreMax[[1]]}, {i2,
0, degreMax[[2]]}, {i3, 0, degreMax[[3]]}, {i4, 0,
degreMax[[4]]}, {i5, 0, degreMax[[5]]}, {i6, 0,
degreMax[[6]]}, {i7, 0, degreMax[[7]]}]],
Flatten[Table[
B[i1, i2, i3, i4, i5, i6, i7], {i1, 0, degreMax[[1]]}, {i2, 0,
degreMax[[2]]}, {i3, 0, degreMax[[3]]}, {i4, 0,
degreMax[[4]]}, {i5, 0, degreMax[[5]]}, {i6, 0,
degreMax[[6]]}, {i7, 0, degreMax[[7]]}]]];
solutions = Solve[listeEquations, inconnues]
The system is a little long to solve and I would like to follow its execution.
How can I do this? I know there is the Monitor
and ProgressIndicator
functions that are used to monitor an execution, but I would need a variable to follow, here I can't how I could make it work.
Do you have an Idea of how I could proceed?
[edit] : I tried as suggested to use EvaluationMonitor but it doesn't work
EvaluationMonitor
to check the progress of the variables being solved $\endgroup$