How to find all the possible feasible solutions to a integer linear programme?
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I have following question:
- # of decision variables : 20; These can take the values {0,1} (integers)
- I have linear inequality constraints ( functions of above decision variables)
- I do not have any objective function.
Can I get set of all feasible solutions ( which just satisfty the linear inequality / equality constraints ? I do not want to optimize anything. I want to have the set of all feasible points.
Is it doable ?
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