The phrase "a essential set of" is not correct.
It should be "an essential set of." You can use the corrected phrase when referring to a necessary collection of items, concepts, or components that are important for a particular purpose.
Example: "In order to succeed in this project, we need an essential set of tools and resources."
Alternatives: "a crucial set of" or "a vital collection of".
Participants considered the BFHI implementation a high priority; an essential set of practices that would have positive benefits for babies and mothers both locally and globally as well as for health professionals.
The findings indicated that, in principle, participants considered the BFHI to be a high priority, an essential set of practices or innovation that would have positive benefits for babies and mothers both locally and globally as well as for health professionals.
It goes like this: Thanks to an amendment to the American Health Care Act introduced this past week, states would ultimately have discretion over whether to keep two of the Affordable Care Act's most popular and important provisions: a prohibition on charging higher premiums to people based on health status and a requirement that all plans cover an "essential" set of benefits.
In accordance with a naturalistic study design, documentation was restricted to an essential set of variables.
Definition 3.2 Let w ∈ M. A nonempty closed subset e ( w ) of S ( w ) is said to be an essential set of S ( w ) if, for any open set U, e ( w ) ⊂ U, there is a positive δ such that U ∩ S ( w ′ ) ≠ ∅ for any w ′ ∈ M with ρ ( w, w ′ ) < δ.
Definition 3.2 Let q ∈ M. A nonempty closed subset e ( q ) of Λ ( q ) is said to be an essential set of Λ ( q ) if, for any open set U, e ( q ) ⊂ U, there is a positive δ such that U ∩ Λ ( q ′ ) ≠ ∅ for any q ′ ∈ M with ρ ( q, q ′ ) < δ.
Definition 3.2 Let q ∈ M. A nonempty closed subset e ( q ) of F ( q ) is said to be an essential set of F ( q ) if, for any open set U, e ( q ) ⊂ U, there is a positive δ such that U ∩ F ( q ′ ) ≠ ∅ for any q ′ ∈ M with ρ ( q, q ′ ) < δ.
Storytelling is more than an essential set of tools to get things done: it's a way for leaders – wherever they may sit – to embody the change they seek.
An OS is an essential set of common rules that enable different parts of a computer, or in this case society, to interact with each other.
A nonempty closed subset (e varphi)) of (F_{k} varphi)) is said to be an essential set of (F_{k} varphi)) with respect to (rho_{k}^{u}) (or (rho_{m})) if, given any number (epsilon>0), there exists a corresponding number (delta>0 ) such that (F_{k} varphi^{prime} cap[e varphi )+B_{epsilon} (0)]neqemptyset) for all (varphi^{prime}inmathcal{M}) such that (rho _{k}^{u} varphi^{prime},varphi
