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Michael wrote: > Hi everyone, > > Suppose a model is LP. However all decision variables are BINARY since > the problem structure does impose that. > > It is also a multi-objective one since we have several conflicting > objectives (criteria). That means we need to generate Pareto solutions > by varying the objective weights, and Pareto frontiers by performing > sensitivity and scenario analysis. > > If uncertainty is to be considered and Monte Carlo or Stochastic is to > be used. > > Question: Is there a need to do simulation/stochastic since many (most > or all) of the solutions/frontiers obtained from the sensitivity and > scenario analysis would/could be the same as the ones obtained from > simulation/stochastic? Stochastic programming is emphatically not the same as scenario analysis, as a good stochastic solution hedges against a variety of possible futures. So a better way to approach your problem is to set up a full stochastic program with multiple (carefully selected) scenarios for each set of objective weights. I think you should start by reading a book on stochastic programming, such as Birge and Louveaux or Kall and Wallace. Hope that helps.
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