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So what I'm going to tell her is that Yj < Yi for all j, for all the other people.
In particular, if either uj⋅ν="0 or vj×ν="0 on ∂Ω for all j= 1,2,… is satisfied, then we have that ∫Ωuj⋅vjdx→∫Ωu⋅vdx.
for all j, t.
for all j ∈ N.
Thus (4.5) holds for all j ≥ 1.
Now assume that p j ≤ p 0 for all j.
Since for all j,, and since, for all i,.
Let ξ j → 0, and ξ j ≠ 0 for all j.
for all j > 0, then the span of ( f j ) j is finite dimensional.
where P k j : E → Y k j is the orthogonal projection for all j ∈ N.
and, by induction, a j n ≤ b j n for all j ≥ 1.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com