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In linguistics, a bound morpheme is a morpheme (the elementary unit of morphosyntax) that can appear only as part of a larger expression, while a free morpheme (or unbound morpheme) is one that can stand alone. [1] A bound morpheme is a type of bound form, and a free morpheme is a type of free form. [2]
Every morpheme can be classified as free or bound: [4] Free morphemes can function independently as words (e.g. town, dog) and can appear within lexemes (e.g. town hall, doghouse). Bound morphemes appear only as parts of words, always in conjunction with a root and sometimes with other bound morphemes.
The plural morpheme for regular nouns in English is typically realized by adding an -s or -es to the end of the noun. However, the plural morpheme actually has three different allomorphs: [-s], [-z], and [-əz]. The specific pronunciation that a plural morpheme takes on is determined by the following morphological rules: [2]
The isolation form of a morpheme is the form in which that morpheme appears in isolation (when it is not subject to the effects of any other morpheme). In the case of a bound morpheme, such as the English past tense ending "-ed", it is generally not possible to identify an isolation form since such a morpheme does not occur in isolation.
A morphome is a function in linguistics which is purely morphological or has an irreducibly morphological component. The term is particularly used by Martin Maiden [1] following Mark Aronoff's identification of morphomic functions and the morphomic level—a level of linguistic structure intermediate between and independent of phonology and syntax.
A morphophoneme is a theoretical unit at a deeper level of abstraction than traditional phonemes, and is taken to be a unit from which morphemes are built up. A morphophoneme within a morpheme can be expressed in different ways in different allomorphs of that morpheme (according to morphophonological rules).