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We will adopt this approach to formulate model and assume that the infected people will obtain permanent immunity after they get recovered from infection.
We will adopt this notion to model regulatory interactions.
We will adopt this generalization and, therefore, refer to local strain as simply ε.
In this work, we will adopt this method and apply it to describe the ER-Golgi network.
We will adopt this nomenclature when discussing the order-dependent biosynthesis of structures that represent base extensions beyond the N-acetylglucosamine (GlcNAc) residues directly attached to O-mannose.
Hence, whereas Ooms and Hammonds use this mechanism in their argument for, and illustration of how to determine HIC obligations to ensure the right to health, we will adopt this mechanism in our argument for, and illustration of, how determining and implementing LIC obligations will ensure equity in global health financing.
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Moreover, Eq. (1.2) is another special case of Eq. (1.3) with f 3 ( x ) = f 4 ( x ) = ⋯ = f n + 1 ( x ) ≡ 0. For ease of exposition, we will adopt the following notations throughout this paper: Let C T m = { x | x ∈ C m ( R, R ), x ( t + T ) = x ( t ) for all t ∈ R, m ∈ N }.
For the sake of uniformity, we will adopt the square bracket notation in this entry.
To demonstrate the effectiveness of this method, we will adopt the same error definition as [20].
To answer this question we will adopt the theory of "cultural dialogue" proposed by semiotician Yuri Lotman in order to argue for the reciprocity of cultural influence.
In this study, we will adopt the I O analysis method, which is applied to the FOF accounts devised by Tsujimura and Mizoshita (2002a, b).
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CEO of Professional Science Editing for Scientists @ prosciediting.com