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A morpheme is any of the smallest meaningful constituents within a linguistic expression and particularly within a word. [1] Many words are themselves standalone morphemes, while other words contain multiple morphemes; in linguistic terminology, this is the distinction, respectively, between free and bound morphemes.
Greek Morphemes, Khoff, Mountainside Middle School English vocabulary elements , Keith M. Denning, Brett Kessler, William R. Leben, William Ronald Leben, Oxford University Press US, 2007, 320pp, p. 127, ISBN 978-0-19-516802-0 at Google Books
Words can be formed purely from bound morphemes, as in English permit, ultimately from Latin per "through" + mittÅ "I send", where per-and -mit are bound morphemes in English. However, they are often thought of as simply a single morpheme. Per is not a bound morpheme; a bound morpheme, by definition, cannot stand alone as a word.
Baudouin's "single morpheme" hypothesis: Roots and affixes have the same status as morphemes. Bloomfield's "sign base" morpheme hypothesis: As morphemes, they are dualistic signs, since they have both (phonological) form and meaning. Bloomfield's "lexical morpheme" hypothesis: morphemes, affixes and roots alike are stored in the lexicon.
Pages in category "Morphemes" The following 15 pages are in this category, out of 15 total. ... Morpheme; Bound and free morphemes; Cranberry morpheme; Null morpheme ...
The root morpheme is the primary lexical unit of a word, which carries the most significant aspects of semantic content and cannot be reduced to smaller constituents. [3] The derivational morphemes carry only derivational information. [4] The affix is composed of all inflectional morphemes, and carries only inflectional information. [5]
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Popular FST packages such as SFST [4] (as available from the fst package in Debian and Ubuntu) allow to define application-specific file formats for morphological lexica, that bundle different pieces of morphological information with every individual morpheme. These are thus aligned morphological dictionaries, but very rich (and also ...