Composition of such components produces new components with the appropriate assumptions and guarantees.
Under some appropriate assumptions, results on stochastic stability and stochastic stabilization are developed.
However, true ITT analysis requires appropriate assumptions and imputation of missing data.
Under appropriate assumptions, the asymptotic bias and variance of the proposed estimators are obtained.
Under the appropriate assumptions, the distributions of the non-dimensional flow velocity can be obtained.
Appropriate assumptions are introduced to describe the behavior of macroscopic temperature, macroscopic concentration, liquid volume fraction and microstructure features.
It is shown that, under appropriate assumptions, the solution of the closed-loop system is uniformly ultimately bounded.
Then under some appropriate assumptions, the stabilization condition for the systems under pure impulsive control is given.
In the literature, there are numerous studies dealing with a comparison between experimental data and model predictions using appropriate assumptions.
The design of the market shocks must factor in appropriate assumptions around the period of time during which market events will unfold and any associated market responses.
In the present work, an attempt has been made to implement more appropriate assumptions in order to properly model catalyst deactivation in a mixed reactor.
