hi Claudio, sure, strict inequalities do not allow to look for the extreme points where the optimal solutions are, I guess this is what you meant, cheers, Roger
2015-06-19 2:09 GMT+02:00 Claudio Delpino :
Hi Roger: Fadwa asked (and we answered) in the context of the symbol that specifies the relation in an “equation” (constraint in optimization terms). In that context, strict inequalities are not allowed for the reason I mentioned.
In the context of a conditional you can of course use gt. ie
set i /1*10/;
parameter f(i);
f(i)=1$(Ord(i) >5);
display f;
good luck!
Claudio
El 18/06/2015 18:26, “Roger Cremades Rodeja” escribió:
hi all,
I think Fadwa is asking a simpler question: you can use GT instead of G,
then in certain cases you will have the described problems, but not necessarily, am I wrong in this point?
Best,
Roger
2015-06-18 15:09 GMT+02:00 Claudio Delpino :
Hi Fadwa:
Short Answer: You can’t. In an optimization context strict inequalities are not allowed because there’s conflict between having open sets and proofs of optimality (I’m not a mathematician, so take this as a pointer).
Mini-example: What is the solution to the following optimization problem ? max x st x wrote:
Hi everyone!
I am trying to equate the below equation; however, according to the user guide =g= represents greater than or equal to. What can I do to only get greater than in my equation?
cstate(j)… z(‘c’)(T(j)+(CQ/Vrho*Cp))-ST(j) >0;
Thank for the Help!
Best Wishes,
Fadwa Dababneh
University of Illinois at Chicago
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