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Let T > 0 be a fixed time.
Let (hat{D}inmathscr{D}_{{lambda}_{1}}) and T be a fixed time.
Let (T>0) be a fixed time and ((rho, mathrm {u}, mathrm {H})) be the strong solution to (1.1 - 1.4 1.1 - 1.4on (Omegatimes(0,T]).
These assumptions are central to the proofs of Theorems 2 and 4. They imply the following proposition stating that the system of stochastic differential equations (Equation 19) is well-posed: Proposition 1 Let T > 0 be a fixed time.
According to this doctrine, crises tend to occur on critical days, which were supposed to be a fixed time after the contraction of a disease.
Let T>0 be a fixed time, f the intensity of the noisy image, u the desired clean image that was corrupted with the noise n such that f = u + n, and let Ω be a bounded picture domain with smooth boundary Γ.
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A learning episode is a fixed time window of a day.
where the drift parameter θ ∈ Θ = ( θ 1, θ 2 ) ⊆ R is unknown and T is a fixed time.
As this was a fixed time-course system with independent samples of cells on a different cover slip, the InSpeck™ intensity microspheres were used as the intensity reference to facilitate comparisons between the samples (see Additional file 1: Text and Figure S4 for details).
Participants in the study were, on a fixed time interval, seen by a research nurse or specialized rheumatology nurse after their regular rheumatologist consultation.
The dose does not need to be given at a fixed time each day, nor does it need to be given with feeds.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com