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In biblical studies, inclusio is a literary device similar to a refrain.It is also known as bracketing or an envelope structure or figure, [1] and consists of the repetition of material at the beginning and end of a section of text.
References on English usage strongly criticize the phrase as "ugly" [2] and "Janus-faced". [4] William Strunk, Jr., and E.B. White, in their classic The Elements of Style–recognized by Time one of the 100 best and most influential non-fiction books written in English since 1923, [6] say and/or is "A device, or shortcut, that damages a sentence and often leads to confusion or ambiguity". [3]
Diversity, equity, and inclusion (DEI) are organizational frameworks which seek to promote the fair treatment and full participation of all people, particularly groups who have historically been underrepresented or subject to discrimination on the basis of identity or disability. [1]
The inclusion of a noun qualifies the verb, narrowing its scope rather than making reference to a specific entity. ... In the following sentence, the bed is ...
The inclusive–exclusive distinction occurs nearly universally among the Austronesian languages and the languages of northern Australia, but rarely in the nearby Papuan languages. ( Tok Pisin , an English-Melanesian creole , generally has the inclusive–exclusive distinction, but this varies with the speaker's language background.)
The president also continued to dismantle the government's promotion of diversity, equity and inclusion, known as DEI. ... Tarrio was serving a 22-year prison sentence, the longest of any Capitol ...
Inclusion (mineral), any material that is trapped inside a mineral during its formation; Inclusion bodies, aggregates of stainable substances in biological cells; Inclusion (cell), insoluble non-living substance suspended in a cell's cytoplasm; Inclusion (taxonomy), combining of biological species; Include directive, in computer programming
Inclusion is the canonical partial order, in the sense that every partially ordered set (,) is isomorphic to some collection of sets ordered by inclusion. The ordinal numbers are a simple example: if each ordinal n is identified with the set [ n ] {\displaystyle [n]} of all ordinals less than or equal to n , then a ≤ b {\displaystyle a\leq b ...