This paper studies the fundamental problems: whether an affine system affected by additive disturbances is robustly transferable from a source set (simplex) to a target set (polytope) and whether it is robustly stabilizable with its state constrained in a simplex.
Full of garlicky bombast, it was robustly satisfying.
It is robustly prepared and imaginatively served, with memorable moments in each course.
If the uncertain singular delay system (1) is generalized quadratically stable, then it is robustly stable.
It is robustly activated by cytokines, bacterial and viral products and metabolic stresses.
Then, by taking suitable Q, the feedback system is designed so that it is robustly stable against a pre-specified range of perturbations inserted in the feedback loop.
We prove that if the system is asymptotically controllable and radially controllable, then it is robustly stabilized by any recurrent switching rule, provided that the conic regions are properly designed.
Definition 2.2 Given a scalar γ > 0, the uncertain impulsive system (2.1) with u ( t ) = 0 is said to have robust stabilization with disturbance attenuation γ if it is robustly stable in the sense of Definition 2.1 and under zero initial conditions, ∫ 0 ∞ z T ( t ) z ( t ) d t < γ 2 ∫ 0 ∞ w T ( t ) w ( t ) d t.
It is shown that the M H algorithm with this proposal matrix, safe M H algorithm, ensures safety for a well-characterized convex set of stationary probability distributions, i.e., it is robustly safe with respect to this set of stationary distributions.
Despite the claim above that heritability in the population genetic sense is required as a condition of the action of natural selection, technically all that is required for natural selection to occur on a trait T is for T to be heritable in the weaker sense, i.e. that it be robustly transmitted, such that the trait variant in a parent tends to turn up reliably in the offspring.
