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Opposition is a semantic relation in which one word has a sense or meaning that negates or, in terms of a scale, is distant from a related word.Some words lack a lexical opposite due to an accidental gap in the language's lexicon.
Literal language is the usage of words exactly according to their direct, straightforward, or conventionally accepted meanings: their denotation. Figurative (or non-literal ) language is the usage of words in a way that deviates from their conventionally accepted definitions in order to convey a more complex meaning or a heightened effect. [ 1 ]
In the late 1990s, literacy researchers began to explore the differences between printed text and network-enabled devices with screens. This research was largely focused on two areas: the credibility of information that can be found on the World Wide Web [3] and the difference that hypertext makes to reading and writing. [4]
Literal may refer to: Interpretation of legal concepts: Strict constructionism; The plain meaning rule (a.k.a. "literal rule") Literal (mathematical logic), certain logical roles taken by propositions; Literal (computer programming), a fixed value in a program's source code; Biblical literalism; Titled works: Literal
Literal translation, direct translation, or word-for-word translation is the translation of a text done by translating each word separately without analysing how the words are used together in a phrase or sentence. [1] In translation theory, another term for literal translation is metaphrase (as opposed to paraphrase for an analogous translation).
For example, in Canada in 2010, it was found that 29% of its citizens were 75 years of age and older; 60% of its citizens between the ages of 65-74 had browsed the internet in the past month. [62] Conversely, internet activity reached almost 100% among its 15 to 24-year-old citizens. [62] However, the concept of a digital native has been contested.
In computer science, a literal is a textual representation (notation) of a value as it is written in source code. [1] [2] Almost all programming languages have notations for atomic values such as integers, floating-point numbers, and strings, and usually for Booleans and characters; some also have notations for elements of enumerated types and compound values such as arrays, records, and objects.
In natural language semantics, denotations are conceived of as the outputs of the semantic component of the grammar.For example, the denotation of the word "blue" is the property of being blue and the denotation of the word "Barack Obama" is the person who goes by that name.