Sentence examples for be admissible with from inspiring English sources
A sufficient condition is first proposed for the considered systems to be admissible with mixed H∞ and passivity performance level in terms of strict linear matrix inequality (LMI).
These stacking sequences result from the design of the composite structure and they are considered to be admissible with respect to standard composite design and manufacturing rules.
The pair ( B, D ) is said to be admissible with respect to a random operator T if T ( B ) ⊂ D. Lemma 4.3 (see [28]).
An absolutely continuous curve (gamma:[a,b]rightarrowmathbf {R}^{n}) is said to be admissible with respect to the system ({X_{1},ldots,X_{m}}), if there exist functions (c_{i}(t), aleq tleq b), satisfying sum_{i=1}^{m} c_{i}(t)^{2} leq1 quadmbox{and}quadgamma'(t)=sum _{i=1}^{m} c_{i}(t X_{i}bigl( gamma(t bigr).
A new sliding function is proposed and necessary and sufficient conditions are derived to guarantee that sliding mode dynamics is admissible with H∞ disturbance rejection level.
The obtained bounds are guaranteed to contain the corresponding solution to the IVP and can be used to verify whether a given control strategy is admissible with respect to state and input constraints.
An implication A → B is considered to be valid, if, when read as a rule, it is admissible (with respect to the underlying calculus).
Parametric values determine whichL ∈ (0, 1) are admissible with respect to the conditionθ/α < 1 and which are not.
If M is the Hardy-Littlewood maximal operator, defined by. then M is admissible, with, and there are well-known results, due to Muckenhoupt ([11]) and Sawyer ([12]), which characterize the boundedness of M in weighted Lebesgue spaces.
In this paper, the main aim is the fuzzy filter design for the nonlinear singular delayed systems such that the corresponding filter error systems are admissible with the prescribed (H_{infty}) attenuation level.
If T is a continuous linear operator from C ( S, L 2 into itself and B, D ⊂ C ( S, L 2 are Banach spaces stronger than C ( S, L 2 such that ( B, D ) is admissible with respect to T, then T is continuous from B into D. Remark 4.5 (see [28]).
