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Of unusual interest is the recent discovery of the cranium of a North American omomyid called Rooneyia; it is of particular note in view of a belief that primates had disappeared from North America by late Eocene times.
This second version shows that the current example of hybridization, as conducted in Set-Set, yields a symmetric generalized consequence relation.[10]) Let us note in view of the recent reference to ⊢∧ ∩ ⊢∨, there has been an interest in how one might form something like the union rather than the intersection of the two consequence relations involved here.
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Our findings are worth noting in view of the recent reports from the United Kingdom, suggesting an epidemiologic relationship between prenatal and perinatal exposure to MV and the occurrence of brain tumours and HD.
(Note that in view of (2.10), inequality (2.11) is valid when ).
Note that In view of (1.18), we can find a sequence of positive numbers such that and, where (3.4).
Note that, in view of the oddness of f, we have f ( − x ) = − f ( x ) for all x ∈ X.
Note that, in view of the periodicity of coefficients, if is a solution of (1.10), then is also a solution of (1.10).
It is interesting to note that in view of Theorem 2.21, Proposition 2.3 and Definition 2.6, it is possible to introduce another concept of changing-periodic time scales.
First of all we note that in view of the short time existence result in the Riemannian setting we can assume that locally (u_epsilon ) are smooth both in time and space.
Proof Since f satisfies the functional equation (1.2), putting x = y = 0 in (1.2), we get f ( 0 ) = 0. Note that, in view of the evenness of f, we have f ( − x ) = f ( x ) for all x ∈ X.
Note that, in view of (Karatzas and Shreve 1998, Appendix A), ess inf i∈I X i ∧n and ess sup i∈I X i ∧n are well defined, so that ess inf i∈I X i is well defined.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com