The phrase "controllable for" is grammatically correct and can be used in written English.
It is typically used in scientific or statistical contexts to describe a factor or variable that is being taken into consideration or controlled for in an experiment or study. Example: The researchers analyzed the data, controlling for age, gender, and socio-economic status, to determine the effect of diet on cardiovascular health.
It is well known that, when (K=1) and (rhoequiv1), the system (1.1) is null controllable for the measurable control domain ω (see [5]), even if the characteristic function (chi_{omega}) can be relaxed by a measurable function (betain L^{2}(Omega)) with (0leqbetaleq1) for a.e.
Finally, we found that this neural prosthesis was robustly controllable for the duration of entire experimental sessions.
Because AIDS in the United States has become, if not curable, at least controllable, for many patients, Americans feel it does not affect them.
The growth process of MWCNT is more controllable for the number and the position than that of SWCNT.
However, if they already have a stocked system, then why deal away the best 3-8 pitcher baseball has ever seen, especially when he's controllable for three more seasons?
The release occurs in a pulsatile or continuous manner, a feature, which is well controllable for many particulate systems.
"So we've got to get our heads right and do what we can do and control the controllables for us".
Under some assumptions on the sequence of eigenvalues Λ="{λk}k≥1⊂C of (A,D(A)), we prove the existence of a minimal time T0∈[0,∞] depending on Bernstein's condensation index of Λ and on B such that y′= Ay+Bu is null-controllable at any time T>T0 and not null-controllable for T
This is a plausible reason why the system (1.4) is not rapidly exact-controllable for every ((f_{1},f_{2})^{top}inmathfrak{L}_{mathbb{R}^{2}}).
The above example shows that the procedure is insufficient to provide a sufficient condition that the system (1.1) be rapidly exact-controllable for all nonlinearities belonging to (mathfrak{L}_{H}).
Stem cells are central to developing new treatment options for tissue regeneration and constructing controllable models for biological research.
