Abstract
A sequential approximate optimization approach is proposed for simulation models with discrete design variables and stochastic behavior. Linear response surface approximations of objective function and constraints are built in a search subregion of the design space based upon simulation experiments according to a D-optimal experimental design. An
integer linear programming algorithm is used to calculate the approximate optimum design in the search subregion. The approach is illustrated for a non-convex analytical test problem and a simulation model of a four-station production flow line.
| Original language | English |
|---|---|
| Title of host publication | , May 17-21, 1999, Buffalo, New York, vol. 1 |
| Editors | C. Bloebaum |
| Pages | 329-331 |
| Publication status | Published - 1999 |
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