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A reflexive pronoun is a pronoun that refers to another noun or pronoun (its antecedent) within the same sentence. In the English language specifically, a reflexive pronoun will end in -self or -selves , and refer to a previously named noun or pronoun ( myself , yourself , ourselves , themselves , etc.).
Reflexivity may be expressed by means of: reflexive pronouns or reflexive verbs. The latter ones may be constructed with the help of reflexive affixes (e.g., in Russian) or reflective particles (e.g., in Polish).
Sometimes, the pronoun form is different, as with none (corresponding to the determiner no), nothing, everyone, somebody, etc. Many examples are listed as indefinite pronouns. Another indefinite (or impersonal) pronoun is one (with its reflexive form oneself and possessive one's), which is a more formal alternative to generic you. [18]
The English pronouns form a relatively small category of words in Modern English whose primary semantic function is that of a pro-form for a noun phrase. [1] Traditional grammars consider them to be a distinct part of speech, while most modern grammars see them as a subcategory of noun, contrasting with common and proper nouns.
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Full reflexive pronouns or pronominal phrases are added for emphasis or disambiguation: Me cuido a mí mismo "I take care of myself" (mismo '-self, same ' combines with the prepositional form of the pronoun mí ' my ' to form an intensive reflexive pronoun). The enclitic reflexive pronoun sa/se/si/się is used in Western and South Slavic ...
The English personal pronouns are a subset of English pronouns taking various forms according to number, person, case and grammatical gender. Modern English has very little inflection of nouns or adjectives, to the point where some authors describe it as an analytic language, but the Modern English system of personal pronouns has preserved some of the inflectional complexity of Old English and ...
Reflexive relation, a relation where elements of a set are self-related; Reflexive user interface, an interface that permits its own command verbs and sometimes underlying code to be edited; Reflexive operator algebra, an operator algebra that has enough invariant subspaces to characterize it; Reflexive space, a subset of Banach spaces