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Assume that X = Y ∪ ˙ Z with Y ∗ and Z well-ordered and that the ordering on Y ∗ is monomial.
Note also from the table that the ordering (p_{0,max }<p^{max }_{0}) always holds, but various orderings hold between the second-stage prices p 1,max and (p^{max }_{1}).
(Note that the ordering relation is not symmetric).
"So," Mom said, relieved that the ordering portion of the meal was over.
"We expect that the ordering systems of the cable and satellite and telco platforms will be overwhelmed, and we want to make sure that everybody gets their order in and gets to be a part of this event".
Lemma 2.6 Assume that the ordering cone C ⊆ R m is closed, convex and pointed.
It was found that the ordering proceeded more for the case of the higher strain.
Lemma 2.8 Assume that the ordering cone C ⊆ R m is closed, convex and pointed with int C ≠ ∅.
In the rest of this section, we assume that the ordering cone C ⊆ R m is closed, convex, pointed and int C ≠ ∅.
The concept of weakly efficient solution to the vector equilibrium problem requires the condition that the ordering cone has an nonempty interior.
Having false positives in the results is a reasonable trade-off for security, given that the ordering information and data points are securely encrypted in DISC.
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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