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In linguistics, ellipsis (from Ancient Greek ἔλλειψις (élleipsis) 'omission') or an elliptical construction is the omission from a clause of one or more words that are nevertheless understood in the context of the remaining elements. There are numerous distinct types of ellipsis acknowledged in theoretical syntax.
Mollweide projection of the world The Mollweide projection with Tissot's indicatrix of deformation. The Mollweide projection is an equal-area, pseudocylindrical map projection generally used for maps of the world or celestial sphere.
The Conlang Flag, a symbol of language construction created by subscribers to the CONLANG mailing list, which represents the Tower of Babel against a rising sun. A constructed language (shortened to conlang) [a] is a language whose phonology, grammar, orthography, and vocabulary, instead of having developed naturally, are consciously devised for some purpose, which may include being devised ...
Verb phrase ellipsis, an elliptical construction in which a verb phrase has been left out (elided) See also. Elision (disambiguation) Ellipse (disambiguation)
Malaysian traffic signs use Bahasa Melayu , the official and national language of Malaysia. However, English is also used for used at public places such as tourist attractions , airports, railway stations and immigration checkpoints .
The areas such as those between drawing and poetry, or between painting and theatre could be described as intermedia. With repeated occurrences, these new genres between genres could develop their own names (e.g. visual poetry, performance art); historically, an example is haiga, which combined brush painting and haiku into one composition.
Construction cost management is a fee-based service in which the construction manager (CM) is responsible exclusively to the owner, acting in the owner's interests at every stage of the project. The construction manager offers impartial advice on matters such as: Optimum use of available funds; Control of the scope of the work; Project scheduling
A regular n-gon has a solid construction if and only if n=2 a 3 b m where a and b are some non-negative integers and m is a product of zero or more distinct Pierpont primes (primes of the form 2 r 3 s +1). Therefore, regular n-gon admits a solid, but not planar, construction if and only if n is in the sequence