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The maximum invariant set in ({(x,w,y): L'=0 }), is the singleton ({P_{0} }).
end{aligned} So, the maximum invariant set in ({psiinGamma|dot{W}_{1}=0}) is only the set ({E_{0}}).
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In this paper an approach is proposed to design move-blocking MPC control laws that are least-restrictive, i.e. the controller domain is equal to the maximum controlled invariant set.
Under, is an admissible invariant set for.
An invariant set condition is provided and a min-max distributed MPC strategy is proposed based on the invariant set.
The obtained invariant set is potentially larger than the maximal invariant set for the unsaturated linear controller, O∞.
This invariant set defined the cohort of key positions.
This invariant set method does not rely on the assumption that 'housekeeping genes' have unchanged expression.
Arrays were normalized using invariant set normalization.
Raw data were normalized using invariant set normalization method.
Normalization was performed using invariant set methods[ 16].
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