The semi-continuous quadratic mixture design problem (SCQMDP) is described as a problem with linear, quadratic and semi-continuity con- straints. Moreover, a linear cost objective and an integer valued objective are introduced. The research question is to deal with the SCQMD prob- lem from a Branch-and-Bound perspective generating robust solutions. Therefore, an algorithm is outlined which is rigorous in the sense it iden- ti¯es instances where decision makers tighten requirements such that no ²-robust solution exists. The algorithm is tested on several cases derived from industry.
|Name||Working paper / Mansholt Graduate School : Discussion paper|
|Publisher||Mansholt Graduate School of Social Sciences|
- operations research
- decision making