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A projective basis is + points in general position, in a projective space of dimension n. A convex basis of a polytope is the set of the vertices of its convex hull. A cone basis [5] consists of one point by edge of a polygonal cone. See also a Hilbert basis (linear programming).
The plural may be used to emphasise the plurality of the attribute, especially in British English but very rarely in American English: a careers advisor, a languages expert. The plural is also more common with irregular plurals for various attributions: women killers are women who kill, whereas woman killers are those who kill women.
plural of base / ˈ b eɪ s iː z / noun plural of basis: bass / ˈ b eɪ s / noun low in pitch / ˈ b æ s / noun a fish blessed / ˈ b l ɛ s ɪ d / adjective having divine aid / ˈ b l ɛ s t / verb past tense of bless: bow / ˈ b oʊ / noun a stringed weapon, or the initiator of sound in some stringed musical instruments. noun
In languages with a singular/dual/plural paradigm, the exact meaning of plural depends on whether the dual is obligatory or facultative (optional). [16] In contrast to English and other singular/plural languages where plural means two or more, in languages with an obligatory dual, plural strictly means three or more.
By definition, every σ-algebra, every filter (and so in particular, every neighborhood filter), and every topology is a covering π-system and so also a base for a topology. In fact, if Γ is a filter on X then { ∅ } ∪ Γ is a topology on X and Γ is a basis for it. A base for a topology does not have to be closed under finite ...
The plural of "oko" in the first meaning is "oczy" (even if actually referring to more than two eyes), while in the second it is "oka" (even if actually referring to exactly two drops). Traces of dual can also be found in Modern Hebrew .
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The apparent plural form in English goes back to the Latin neuter plural mathematica , based on the Greek plural ta mathēmatiká (τὰ μαθηματικά) and means roughly "all things mathematical", although it is plausible that English borrowed only the adjective mathematic(al) and formed the noun mathematics anew, after the pattern of ...