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E. Afendras (1970)
Quantitative Distinctive Feature Typologies and A Demonstration of Areal ConvergenceITL – International Journal of Applied Linguistics, 9
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DirTerences between phonemes
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To glossiko idioma tou Oulagats [Le dialecte de Oulagatch] (= Collection
Kathryn Keller, S. Saporta (1957)
The Frequency of Consonant Clusters in ChontalInternational Journal of American Linguistics, 23
E. Afendras, N. Tzannes (1969)
More On Informational Entropy, Redundancy And Sound Change
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The Measurement of Phonetic Similarity
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Mathematical Models in Linguistics and Language Processing
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Quantitative Linguistics (Washington)
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Mathematisch-statistische Untersuchungen zur phonetischen Variabilität, am Beispiel von Mundartaufnahmen aus der Batschka
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DirTerences between phonemes", Phonetica
R. King, H. Kucera, George Monroe (1970)
A Comparative Quantitative Phonology of Russian, Czech, and GermanLanguage, 46
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Kann man die Entfernung der slavischen Sprachen vom Urslavischen
F. Harary, Herbert Paper (1957)
Toward a General Calculus of Phonemic DistributionLanguage, 33
E. Afendras (1970)
CAN ONE MEASURE A SPRACHBUND? A CALCULUS OF PHONEMIC DISTRIBUTION FOR LANGUAGE CONTACT, 4
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Foundations of Phonemic Theory
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Syntomi grammatiki tis Tsakonikis dialektou [Grammaire du Tsakonien
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" Kann man die Entfernung der slavischen Sprachen vom Urslavischen messen ? " ( Unpublished MS )
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Measures of Linguistic Divergence
E. Cherry, M. Halle, R. Jakobson (1953)
Towards a logical description of languages in their phonemic aspectsLanguage, 29
J. Grimes, F. Agard (1959)
Linguistic Divergence in RomanceLanguage, 35
S. Saporta (1955)
Frequency of Consonant ClustersLanguage, 31
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Les Sarakatsans
G. Ungeheuer (1959)
DAS LOGISTISCHE FUNDAMENT BINÄRER PHONEMKLASSIFIKATIONENStudia Linguistica, 13
(1971)
The dynamics of a pattern change: ordered rules and feature entropies
EVANGELOS A. AFENDRAS, NICHOLAOS S. TZANNES, AND JEAN-GUY TRfiPANIER 1. INTRODUCTION In the present paper we present a probabilistic model of a sound pattern, several applications to the study of concrete problems in phonology, and an overview of possible further applications and refinements. Since a detailed account of the model is given elsewhere (Afendras and Tzannes 1969, 1970, 1971, 1971 a in press, Tzannes and Afendras 1971) we will put more emphasis on the applications and limit ourselves to a sketchy expose of the model. In some of the sections we also touch on pertinent notions of stochastic processes and Information theory. 2. THE STOCHASTIC MODEL OF A SOUND PATTERN 2.1 Pattern-stochastic process; features--random variables; segments-- random variable realizations As a first step we consider a sound pattern, with a collection of segments (phonemes) and the specification of these segments on a set of classificatory distinctive features. Although in our examples we have used distinctive features which are basically those of Jakobson, any componential System can be used, whether binary or not, acoustic or articulatory etc.1 We * An original version of this paper was presented at the 5th Annual Meeting of the Societas Linguistica Europaea, September 9,
Folia Linguistica – de Gruyter
Published: Jan 1, 1973
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