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Chapter 5: Phonological structure: The Phoneme and its allophones. Segmental specification: Distinctive Features in various phono-logical theories 5.1. Individual sounds and classes of sounds. The phoneme and its contrastive function 5.2. Allophones. Complementary distribution and free variation 5.3. The phonological idiosyncrasy of linguistic systems 5.4. Broad and narrow transcription 5.5. Segmental and suprasegmental phonemes 5.6. From the minimal unit of linguistic analysis to the bundle of distinctive features 5.7. Jakobson and Halle's feature system 5.8. Chomsky and Halle's distinctive features 5.9. Ladefoged's feature system 5.10. The use of features for segmental specification and for the description of phonological processes 5.2. Allophones. Complementary distribution and free variation Phonemes are then theoretical constructs, classes of sounds the members of which display obvious phonetic similarities the differences among the respective members being never contrastive or functional. As soon as, in a given linguistic context, this difference becomes functional and represents the basis on which a semantic contrast is achieved, it ceases to be allophonic and becomes phonemic, in other words the respective sounds are members of distinct classes (phonemes). It should be noticed that allophonic differences or variations can be of different kinds. If they result from the occurrence of the phoneme in different environments or contexts (we will call this the distribution of the respective phoneme) we will talk about distributional variation and we will say that the allophones are in complementary distribution. The word " complementary " actually refers to the fact that the contexts in which the allophones of a phoneme appear can never be the same and they cover the whole range of possible environments in which the sound can occur (for an analogous situation think of complementary angles in geometry). In other words, in a given context X only a certain allophone will occur, while in another context Y, another allophone is expected to occur and X and Y are the only contexts in which the allophones can occur. It follows from this that the occurrence of allophones is always predictable since in a certain context we can only expect one and only one realization of the phoneme. In our particular example, in the context of pill – the voiceless plosive /p/ is followed by a stressed vowel and is in syllable-initial position – we can safely say that the aspirated allophone [p h ] will come up. If, on the other hand, p is not syllable-initial and is preceded by s as in spill, we can safely predict that the unaspirated variant of p will occur. The occurrence of different phonemes is, on the contrary, totally unpredictable since it is the very fundamental characteristic of phonemes that they are contrasted in one and the same
Linguistica Lettica 2016 ● 24 , 2016
The paper deals with the question of identification of phonemes and the nature of the phoneme, the theme that seems to be totally ignored by modern phonology so much that even the term phoneme is no more a cornerstone of phonemic theory. In this paper we are going back to the basics of phonology and phonemic analysis itself, demonstrating that phonemes could be identified only through their sets of (allo)phones and in no case there any anything else than just abstract entities discovered through phonemic analysis of the distribution and alternations of (allo)phones.
2009
The aim of this paper is to examine, as far as the space permits, various definitions of a linguistic concept known as the phoneme. During the course of time there have appeared several definitions of this concept. As there have been many linguistic schools, virtually every one of them has put forth its own definition of the phoneme. It is not, however, the goal of this paper to examine all of the definitions of the phoneme (it would be a rather long treatment). The purpose of this work is to concentrate on one particular stream of thinking: Functional and Structural phonology. While, as will be shown below, certain definitions of the phoneme are mutually incompatible and represent different approaches, we can register a gradual and self-improving development of the concept of the phoneme within the scope of the phonological theory of Functional and Structural phonology. The present paper will attempt to map, though not exhaustively, the development and provide comments on various d...
The physical roots, interpretation, controversies and precise meaning of the Landauer Principle are surveyed. Landauer's principle is a physical principle pertaining to the lower theoretical limit of energy consumption of computation. It states that an irreversible change in information stored in a computer, such as merging two computational paths, dissipates a minimum amount of heat kBlnT2 per a bit of information to its surrounding. The Landauer Principle is discussed in the context of fundamental physical limiting principles, such as the Abbe diffraction limit, the Margolus-Levitin limit and the Bekenstein limit. Synthesis of the Landauer bound with the Abbe, Margolus-Levitin limit and Bekenstein limits yields the minimal time of computation, which scales as t~ℎ/KBT.. Decrease in a temperature of a thermal bath will decrease the energy consumption of a single computation, but, in parallel, it will slow the computation. The Landauer principle bridges between John Archibald Wheeler "it from bit" paradigm and thermodynamics. Experimental verifications of the Landauer Principle are surveyed. Interrelation between thermodynamic and logical irreversibility is addressed. Generalization of the Landauer principle to the quantum and non-equilibrium systems is addressed. Landauer Principle represents the powerful heuristic principle bridging the physics, information theory and computer engineering.
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