In their approach, encoded data partitioned into dependent data units, which can be a scalable stream, are represented as a directed acyclic graph.
Our approach employs S-procedure and partition-dependent slack variables to reduce design conservatism.
In our proposed design methods, piecewise Lyapunov functions and partition-dependent slack variables are used to reduce the design conservatism.
We now propose using partition-dependent bounds for the latter so as to further improve the quality of the relaxation.
We employ S-procedure and partition-dependent slack variables to reduce design conservatism, which is presented in two parts: with or without the assumption that the Lyapunov matrices are positive definite.
Despite the fact that character and topological congruence, as measured by the ILD [ 64] and the topological ILD (TILD; [ 107]) respectively, has been proposed as a criterion for choosing among alternative weighting schemes, these measures are partition-dependent and their values are not comparable across different data matrices [ 108].
We observe complex partitioning behavior dependent on label size, polarity, charge and position, lipid headgroup, and membrane composition.
The type of partitioning was dependent upon the protein used since not all proteins bind to the same type of partitioning resin.
Nucleo-cytosolic partitioning is dependent on the post-translational modifications ubiquitinylation and sumoylation.
Our results suggest that quickly replicating chromosomes pose significant challenges during segregation, making oriC partitioning absolutely dependent on condensin.
Firstly, by constructing delay-partitioning-dependent Lyapunov Krasovskii functional with reciprocally convex approach, a delay-dependent condition guaranteeing the robust H∞ tracking performance is proposed in a set of matrix inequalities.
