Читать книгу Multi-parametric Optimization and Control - Efstratios N. Pistikopoulos - Страница 39
Remark 1.3
ОглавлениеA constraint is called weakly redundant if it is redundant but not strongly redundant, i.e. Eq. (1.27) but not Eq. (1.28) holds. A schematic representation of weakly and strongly redundant constraints is shown in Figure 1.3.
If a polytope does not feature any redundant constraints, it is said to be in minimal representation.
Figure 1.3 A schematic representation of (a) strongly and (b) weakly redundant constraints.
Consider an ‐dimensional compact polytope , where and . The following strategies aim at identifying the minimal representation of :
