Optimizing a Single Alternative with Multiple Decision Variables

From an analytical perspective, optimizing a single alternative with multiple decision variables is more complex than an alternative with a single decision variable.

Cost = F(DecisionVariable1, DecisionVariable2, . . .)

Similar to optimizing a single alternative with a single decision variable, there is a brute-force approach and an elegant approach. The brute-force approach involves examining the function at various combinations of decision variable inputs. This may involve a systematic search of the variable ranges. For instance, with two decision variables hold DecisionVariable1 at a fixed value and run through a range of values for DecisionVariable2 then go back and repeat this ...

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