In Phonology, field of the Linguistic , a phoneme is the smallest discrete or distinctive unit (i.e. allowing to distinguish from the words from/to each other) which one can isolate by segmentation in the connected speech. A phoneme is actually an abstracted entity, which can correspond to several sounds. It is indeed likely to be marked in a different way according to the speakers or its position and its environment within the word (see Allophone). One transcribed traditionally phonemes by letters placed between oblique bars: /a/, /t/, /r/, etc, according to the rule a phoneme = a Symbol .
The identification of the phonemes of a language is done by building minimal pair , i.e. pairs of words of different directions and which differ in their sound form only by one sound (this sound can then be regarded as a phoneme).
Examples:
shingles and sauna is two words different from the French language, and there is one different sound (the first). Therefore, one can conclude that /s/ and /z/ are phonemes for the French language;
This concept of phoneme is relative to a language, by taking again the examples of sauna and shingles on the one hand and king on the other hand. In Spanish there does not exist minimal pair which distinguishes /s/ from /z/, which are thus Allophone S in standard Spanish. A contrario the pair pero and perro form a minimal pair, which proves that /r/ and /rr/ are distinct standard Spanish phonemes.
the concept of phoneme is described in detail in the article Phonologie .
In addition to the phonemes, there exists other discrete units, like the suprasegmental Unités.
Jan Niecisław Baudouin de Courtenay is one of the inventors of the mot.
Zh-min-nan: Im-sò͘
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