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(i) for all, (ii) for every, (iii).
for every and every, (iii) is continuous and.
Assume that the following conditions are satisfied: (i) for every, (ii) for every, (iii), where is a projection with.
Let the following conditions hold: (i) is bounded, (ii) is odd about u and for every, (iii) are odd and for any.
The metric projection of onto has the following basic properties: (i) for all ; (ii) for every ; (iii) for all, ; (iv) for all,.
A family of mappings of into itself is called a one-parameter nonexpansive semigroup on if it satisfies the following conditions: (i) for all ; (ii) for every ; (iii) for each and ; (iv for all, is continuous.
Similar(52)
Data on hospital admissions was triangulated in order to verify the veracity of the following three sources: i) daily records completed by the ophthalmic nurse following each consultation); ii) quarterly records completed by the ophthalmic nurse but submitted to the Swiss Red Cross every three months; iii) annual records derived from annual hospital reports.
(i) for every, and ; (ii) ; (iii)for every and every, (4.1).
We have, for every, from (iii) in Lemma 2.5, that (2.26).
(i) is a nonempty subset of such that for every, (ii), (iii) satisfies (1.1), (1.6), or (1.2) for each.
The interpretation of interfacial structure in XSTM images is impeded by the fact that only every other III or V plane as grown on the (001) substrate is seen in each image.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com