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The results of the finite element analyses suggest that a direct correlation between qb0.1 and qc can be established at a given test site which is independent of footing width and depth and is relatively weakly dependent on the sands relative density if the zone of influence of the foundation considered is large enough.
Ω is relatively weakly sequentially compact. .
Ω is relatively weakly compact; Ω is relatively weakly sequentially compact.
We show that A ( S ¯ ) is relatively weakly compact.
Since T is ψ-condensing, Δ is relatively weakly compact.
We claim that S is relatively weakly compact.
Every bounded set in a reflexive Banach space is relatively weakly compact.
From our hypotheses we know that (B(M)) is relatively weakly compact.
end{aligned} Thus, (w(T(M)) = 0), and therefore (T(M)) is relatively weakly compact.
The following statements are equivalent: 1. Ω is relatively weakly compact; 2.
If the implication V ¯ = conv ¯ ( { 0 } ∪ A ( V ) ) ⇒ V is relatively weakly compact, (2.1).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com