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Inclusion is strict in view of the example cited in Theorem 3.1.
The inclusion is strict in view of the example cited in Theorem 3.2 as ( x k ) ∈ [ S ( b ) ] β for 1 2 < β ≤ 1, but ( x k ) ∉ [ S ( b ) ] α for 0 < α ≤ 1 2. □.
In view of the Example 2.3 in Qin et al. [41], we find that (J + r i ∂f i )-1J is closed quasi-ϕ-nonexpansive with F((J+ r i ∂f i )-1J) = (∂f i )-1 0).
In view of the Example 2.3 in Qin et al. [41], we find that J + r i ∂ f i - 1 J is closed quasi-ϕ-nonexpansive with F J + r i ∂ f i - 1 J = T i - 1 ( 0 ).
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In view of the examples in [7], the best results are obtained if an -harmonic function is chosen as a growth function.
The algorithm trains two classifiers separately on two sufficient and redundant views of the examples and lets the two classifiers label unlabeled examples for each other.
What are your thoughts concerning this view of the Millennium Bridge example?
Many literary men felt the inadequacy of English dictionaries, particularly in view of the continental examples.
In view of the above examples, we observe that in the event of no coincidence point, subsequential continuity as well as sequential continuity of type ( A g ) and ( A f ) are different from reciprocal continuity (respectively g-reciprocal and conditionally reciprocal continuity).
In view of the many examples of divergence of DG domain organisation that we identified in invertebrate DGs, the consistency of domain architecture amongst vertebrates becomes a point of note.
We become open to a new point of view through the example - or conscious mentorship -- of someone who operates at the next level, and who helps us to see the possibility of growth to a new view.
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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