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Finally, we prove assertion (3.3).
We only prove assertion (2).
Next, we prove assertion (1).
We only prove assertion (ii).
We first prove assertion (I).
First, we prove assertion ((A_{1})).
Similar(45)
Evidence offered to prove assertions that are neither at issue nor probative of the matter at issue would also be irrelevant.
Next we prove assertions (1) and (2).
To prove assertions (3) and (4) we actually repeat the proof of the assertion (2) of Theorem 5.2 (in the case H ∗ = 0 ).
Hence it follows that A is self-adjoint and that the resolvent of A at the point z has the asserted form, proving assertion (iii).
end{aligned} (2.1) This proves assertion (i) of the theorem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com