The phrase "a regularly functioning" is correct and usable in written English.
It can be used to describe something that operates consistently and effectively over time.
Example: "The machine is a regularly functioning piece of equipment that has been in use for several years without any issues."
Alternatives: "a consistently operating" or "a reliably working".
The last regularly functioning synagogue lacks a rabbi.
In key respects, Chicago's public schools regularly function as a basic safety net, given that 86percentt of students qualify for free or reduced price lunch, meaning they are living close to or below the official poverty line.
In our main results, we show that if decays polynomially (in the sense that is in the class of integrable and regularly varying functions) and the history grows polynomially as (in the sense that is a regularly varying function at ), and the rate of growth of is not too rapid relative to the rate of decay of, then problems (1.1) and (1.2) are well posed and and as at the rate as.
If (f(t)sim t^{alpha}l(t)) as (ttoinfty ) with (l(t)in mathrm{SV}), then (f(t)) is a regularly varying function of index α i.e. (f(t)=t^{alpha}l^(t)), (l^(t)in mathrm{SV}), where in general (l^(t)neq l(t)), but (l^(t)sim l(t)) as (ttoinfty ).
This combined with (5.25) shows that (x t) sim X t)), (t toinfty), which shows that (x t)) is a regularly varying function whose regularity index ρ is 0, (frac{sigma+alpha+1-eta}{alpha-beta}), or (1-frac {eta }{alpha}) according to whether (sigma= eta-alpha-1), (eta-alpha-1 < sigma
Once the student speaker is selected and the message composed, the invocation is then delivered to a large audience assembled as part of a regularly scheduled, school-sponsored function conducted on school property...
If L ∈ SV and ϑ > 0, then t ϑ L ( t ) → ∞, t − ϑ L ( t ) → 0 as t → ∞. (iv) For a continuous δ in the representation of a normalized regularly varying function f ( t ) = C exp { ∫ a t δ ( s ) s d s } of index ϑ, we have t f ′ ( t ) / f ( t ) = δ ( t ) → ϑ as t → ∞. (v) If s positive function f ∈ C 1 satisfies t f ′ ( t ) / f ( t ) → ϑ as t → ∞, then f ∈ NRV.
It is shown that the impulse response function for a regularly ribbed panel can be asymptotically made to converge on that of the singly ribbed panel by focusing on a single rib on the panel and removing ribs on the left and right of this rib to locations at minus and plus infinity, respectively, retaining the regularity of course.
Regularly anchoresses functioned as go-betweens for the common faithful and the Church authorities.
As such, this strategy is unwieldy in class sizes greater than ∼30, unless there is a subgroup structure at play in the classroom with students already functioning regularly in smaller groups.
