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Then the strong maximum principle enables us to derive that (u_{b}>0) in D, so (u_{b}) is a solution of problem (13), and (partial u_{b}/partialnu<0) on ∂D.
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This, in principle, enables and promotes tissue repair.
This, in principle, enables the measurement of the proportions of bacterial, archaeal, eukaryotic and viral sequences.
This principle enables a fast prediction of the PC values for new structures.
A maximum principle is introduced that enables approximate solutions to be found for boundary value problems involving plastic compaction.
He also stated, but did not prove, that the maximum principle, the axiom of choice, and German mathematician Ernst Zermelo's well-ordering principle were equivalent; that is, accepting any one of them enables the other two to be proved.
Strong maximum principle.
(Pontryagin maximum principle).
Discrete maximum principle.
Weak maximum principle.
Lemma 2.3 (Maximum principle).
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