
Summary: We propose and justify the proposition that finding truly global representations of the efficient sets of multiple objective mathematical programs is a worthy goal. We summarize the essential elements of a general global shooting procedure that seeks such representations. This procedure illustrates the potential benefits to be gained from procedures for globally representing efficient sets in multiple objective mathematical programming.
global shooting, Problem solving, Multiple objective mathematical programming (MMP) problem, Global representations, efficient sets of multiple objective mathematical programs, Mathematical programming, Set theory, Multi-objective and goal programming
global shooting, Problem solving, Multiple objective mathematical programming (MMP) problem, Global representations, efficient sets of multiple objective mathematical programs, Mathematical programming, Set theory, Multi-objective and goal programming
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