In the initial time moment vs at the initial time moment

Both "in the initial time moment" and "at the initial time moment" are not commonly used in English. The more natural way to express this idea would be to say "at the initial moment" or "in the beginning."

Last updated: March 19, 2024 • 2867 views

In the initial time moment

This phrase is not commonly used in English.

It is more natural to say "at the initial moment" or "in the beginning" to convey the same idea.

Show examples from the web [+]

∂2 s(θ)=cov(Xi,Xj). Theorem 3. Let us assume, that in the initial time moment the random vector. ϑ=(ϕ1, ϕ2,… ϕn) has i) multivariate normal distribution with the ...
Let us assume that in the initial time moment the r.v. ϕ(a) has. (ii). (i) normal distribution with a mean m and variance σ2; then the pdf p(t,ϕ) is also normal at any ...
elements in the initial time moment on a transfer orbit and by parameters of maneuvers, and also by meanings of Phobos gravity field constant and of its secular ...
mum value in the initial time moment. Then it smoothly decreases with time and reaches the same value as it had in the untreated sample. Such behavior is a ...

Alternatives:

at the initial moment
in the beginning

at the initial time moment

This phrase is not commonly used in English.

It is more common to say "at the initial moment" or "in the beginning" to express the same concept.

Show examples from the web [+]

Feb 5, 2012 ... An inverse problem for a parabolic equation in a free-boundary domain degenerating at the initial time moment. Mykola I. IvanchovAffiliated ...
ki1, and this is the mgf of desired multivariate normal distribution. ii) If the vector ϑ has the polynomial distribution at the initial time moment, then. M0(λ1,... λn) =(.
Mar 3, 2015 ... The first condition in (4.12) expresses the obvious fact that, at the initial time moment t = 0, the density of process L(t) is entirely concentrated.
charged particle beam at the initial time moment. The func- tion ρ0(x) is a given function describing the particle distri- bution density at the moment t = 0.

Alternatives:

at the initial moment
in the beginning

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In the initial time moment vs at the initial time moment