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Inflectional morphemes modify the tense, aspect, mood, person, or number of a verb or the number, grammatical gender, or case of a noun, adjective, or pronoun without affecting the word's meaning or class (part of speech). Examples of applying inflectional morphemes to words are adding -s to the root dog to form dogs and adding -ed to wait to ...
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
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]
Examples to show the effectiveness of word-based approaches are usually drawn from fusional languages, where a given "piece" of a word, which a morpheme-based theory would call an inflectional morpheme, corresponds to a combination of grammatical categories, for example, "third-person plural". Morpheme-based theories usually have no problems ...
In linguistic morphology a cranberry morpheme (also called unique morpheme or fossilized term) is a type of bound morpheme that cannot be assigned an independent meaning and grammatical function, but nonetheless serves to distinguish one word from another.
A morpheme will sometimes be used as its own gloss. This is typically done when it is the topic of discussion, and the author wishes it to be immediately recognized in the gloss among other morphemes with similar meanings, or when it has multiple or subtle meanings that would be impractical to gloss with a single conventional abbreviation.
For example, chatters has the inflectional root or lemma chatter, but the lexical root chat. Inflectional roots are often called stems. A root, or a root morpheme, in the stricter sense, a mono-morphemic stem. The traditional definition allows roots to be either free morphemes or bound morphemes.
The null morpheme is represented as either the figure zero (0) or the empty set symbol ∅. In most languages, it is the affixes that are realized as null morphemes, indicating that the derived form does not differ from the stem. For example, plural form sheep can be analyzed as combination of sheep with added null