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According to the Lemma, if we can find a node b ∈ V (T v ) such that (L) and |ℒ(T b )| = | L|, then we increment the value of α(x) at each node x ∈ V (T b ); otherwise, if such a b does not exist, we do nothing.
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Key to her argument is the legal category known in the U.S. as "Bonafide Occupational Qualification (BFOQ)." Under the category, employers are permitted to discriminate (in the nonmoral sense) on the basis of an otherwise prohibited category if such discrimination is reasonably necessary to normal operation of their] business.
In addition, highly expressed genes might also exhibit signatures of selection on (otherwise) neutral amino acids if such residues are needed to promote translational efficiency, for example because they promote a small size or specific conformation (Akashi 2003).
Otherwise, either an exact date (if such information is provided at the Website) or approximate year is labeled.
The matter is otherwise if one considers examples such as "Force equals mass times acceleration".
Otherwise, if there exists T, such that z��(t) < 0 for t ≥ T, then for arbitrary positive K, we have R t){left|{z}^{prime }(t)right|}^{alpha -1}{z}^{prime }(t)le -R(T left -{z}^{prime }(T left -{zK<0.
Otherwise, if you must produce such items as gifts, gift them to the house, the car, or the family as a whole.
'(e) No plant may be seized under any Federal law otherwise permitting such seizure if the plant is being grown or stored pursuant to a recommendation by a physician or an order of a State or municipal agency in accordance with State law regarding the medical use of marijuana.
Define visl(f) to be the first fragment to the left of start(f) if such exists, and undefined otherwise.
Define visa(f) to be the first fragment above start(f) if such exists, and undefined otherwise.
(Otherwise, if there exists for some such that, then we can get a contradiction as in case (3)).
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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