The phrase "associated operator" is correct and usable in written English.
It can be used in contexts related to mathematics, programming, or any field where operators are linked to specific functions or variables.
Example: "In this equation, the associated operator determines how the variables interact with each other."
Alternatives: "related operator" or "connected operator".
Cueing, in general, led to better performance than none, but did not appear to completely eliminate temporary SA deficits due to changes in control and associated operator reorienting.
We study subproduct systems in the sense of Shalit and Solel arising from stochastic matrices on countable state spaces, and their associated operator algebras.
Denote by (H(c_{i})) the associated operator.
The uniform asymptotic stability of positive Volterra difference equations was recently studied in [25], the authors proving the equivalence between the uniform asymptotic stability of the zero solution, the summability of the fundamental solution, and the invertibility of an associated operator outside the unit disk.
We show that every abstract Dirac operator is associated with a commuting d-tuple, and that two Dirac operators are isomorphic iff their associated operator d-tuples are unitarily equivalent.
We then present an interesting order, and an associated operator, which are especially useful to consider when composing query plans.
In this section we briefly recall the notion of quasi boundary triples and the associated (operator-valued) Weyl functions.
In Sect. 2 we briefly recall the basic setup for quasi boundary triples and associated operator-valued Weyl-functions (also called Weyl Titchmarsh functions) as needed in this paper.
Given an appropriate symbol function, we consider the associated Hankel operator together with the Hankel operator associated with that symbol function's complex conjugate.
One of the most important degenerate parabolic operators is the heat operator associated with the subelliptic operator on a Carnot group.
Due to (3.16) the associated Nemytskij operator defined by (3.18). is bounded and continuous.
