Description
The option SOLVEOPT controls the way solution values are returned to the GAMS internal data base. There are two ways to enter solveopt values: 1. For all solves following: option solveOpt = merge|replace|clear merge : solution values are merged into the existing GAMS data base. This is the DEFAULT behavior. replace: all equation in the model list and all variable appearing in the final model instance, are removed before solution records are returned to the GAMS data base. clear : all equations and all variables mentioned in symbolic equations belonging to the current model instance are removed before solution records are returned to the GAMS data base. 2. For a specific model: <model>.solveOpt = n 1 merge this is the DEFAULT value 0 replace 2 clear The model attribute is initialized to NA, which means to use the global solveopt settings.
Small Model of Type : GAMS
Category : GAMS Model library
Main file : solveopt.gms
$title Option solveOpt explained (SOLVEOPT,SEQ=347)
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The option SOLVEOPT controls the way solution values are returned to the
GAMS internal data base. There are two ways to enter solveopt values:
1. For all solves following: option solveOpt = merge|replace|clear
merge : solution values are merged into the existing GAMS data base.
This is the DEFAULT behavior.
replace: all equation in the model list and all variable appearing in the
final model instance, are removed before solution records are
returned to the GAMS data base.
clear : all equations and all variables mentioned in symbolic equations
belonging to the current model instance are removed before
solution records are returned to the GAMS data base.
2. For a specific model: <model>.solveOpt = n
1 merge this is the DEFAULT value
0 replace
2 clear
The model attribute is initialized to NA, which means to use the global
solveopt settings.
GAMS Development Corporation, Modeling Tool Box.
Keywords: linear programming, GAMS language features, solveOpt option
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Set
i / a, b, c /
j(i) / b /;
Variable obj, x1(i), x2(i), x3(i), x4(i);
Equation defobj, e1(i), e2(i), e3(i);
defobj.. obj =e= sum(i, x1(i));
e1(i).. x1(i) =g= ord(i) + x4(i)$0;
e2(j).. x2(j) =e= 20;
e3(i)$0 .. x3(i) =e= ord(i)*10;
Model m / all /;
m.limCol = 0;
m.limRow = 0;
x1.up(i) = 10;
x2.up(i) = 20;
x3.up(i) = 30;
x4.up(i) = 40;
e1.scale(i) = 10;
e2.scale(i) = 20;
e3.scale(i) = 30;
* option solveopt = merge;
m.solveOpt = 1;
solve m using lp min obj;
* data items not in the model instance remain unchanged
display x1.up, x2.up, x3.up, x4.up, e1.scale, e2.scale, e3.scale;
* option solveopt = replace;
m.solveOpt = 0;
solve m using lp min obj;
* data of equations in the model list will be removed before results are returned
* data of variables in the current model instance will be removed before
* returning results
display x1.up, x2.up, x3.up, x4.up, e1.scale, e2.scale, e3.scale;
* option solveopt = clear;
m.solveOpt = 2;
solve m using lp min obj;
* data of equations in the model list will be removed before results are returned
* data of variables appearing in the symbolic equations of model will be
* removed before results are returned
display x1.up, x2.up, x3.up, x4.up, e1.scale, e2.scale, e3.scale;