The phrase "acting operator" is correct and usable in written English.
It can be used in contexts where someone is temporarily fulfilling the role or responsibilities of an operator, often in a technical or operational setting.
Example: "During the system outage, Jane stepped in as the acting operator to ensure everything ran smoothly."
Alternatives: "interim operator" or "temporary operator".
Apparently, the physical scales involved determine which one of these two adversely acting operators dominates the transport regime.
It is remarkable the complexity of these operators for the time-varying system (3.1 - 3.2 3.1 - 3.2tice that all e Ω n h, e Ω h and e − Ω n h have eigenvalues with absolute value unity.Alsoefore, the dynotice of thatsystem is essentially controlled by e ( − Ω + B 1 ) h, e ( − Ω + B 2 ) h, and e ( − Ω + B 3 ) h according to the switching rule (i.e. there are only three different acting operators).
This will unable us to recover the Lp-boundedness of Calderón Zygmund operators with Hilbert valued kernels acting on operator valued functions for 1
The Fulla and Freya licence is shared with Canadian Overseas Petroleum Limited (COPL), with Faroe acting as operator.
Then by acting with operator Δ on both sides of equality (2) n times, and using (1), we get (n!a_{n}=sum_{j=0}^{n}a_{j}Delta^{(n)} x^{(j)} equiv 0), from which it follows that (a_{n}=0).
This plan involved having Defendants William E. Stivers, William B. Morris, and Debra L. Morris pay absentee voters for their vote and then sending them to Defendant Charles Wayne Jones who was acting as operator of the voting machine at the Clay County Clerk's Office.
Both sets of mutations caused high-level, constitutive expression (Figure 3B) when compared to the un-mutated acuR-lacZ fusion, consistent with these being in the cis-acting operator site to which the AcuR repressor binds.
In this article, we first prove Orlicz norm inequalities for the composition of the homotopy operator and the projection operator acting on solutions of the nonhomogeneous A-harmonic equation.
The homotopy operator T, Dirac operator D, and Green's operator G are three key operators acting on differential forms and each of them has received much attention recently.
Summing up the stated facts, we see that the self-adjoint operator, interpreted now as the multiplication operator, acting on a dense domain in, has precisely the point spectrum in the sense of (2.15).
We analyze these operators as unbounded operators acting on Hilbert modules over C∗(G), and we show in particular that elliptic operators are regular.
