Download Contributions to the Science of Text and Language: Word by Peter Grzybek (Editor) PDF

By Peter Grzybek (Editor)

This quantity includes a choice of contributions to the technology of language, concentrating on the research of be aware size specifically. inside of a synergetic framework, the note seems to be a important linguistic unit, as is obviously defined within the Editor’s preface. The book’s first bankruptcy is an in depth creation to the heritage and state-of-the-art of be aware size experiences. The experiences integrated unify contributions from 3 vital linguistic fields, specifically, linguistics and textual content research, arithmetic and records, and corpus and knowledge base layout, which jointly supply a entire method of the quantitative research of textual content and language and notice size stories. The extensive spectrum of notice size stories coated inside of this quantity might be of curiosity to specialists operating within the fields of normal linguistics, textual content scholarship and similar fields, and, realizing language as one instance of complicated semiotic platforms, the amount can be of curiosity for students from different fields in addition.

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Additional resources for Contributions to the Science of Text and Language: Word Length Studies and Related Issues (Text, Speech and Language Technology) 2007-08

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009. No such fit is possible in the case of Piotrovskij’s data, however, which may be due to the fact that the space was considered to be part of a word. Incidently, Michel (1982) arrived at the very same conclusion, in an extensive study on Old and New Bulgarian, as well as Old and New Greek material. He tested the adequacy of the lognormal distribution for the word length frequencies of the above-mentioned material on two different premises, basing his calculation of word length both on the number of letters per word, and on the number of syllables per word.

1: Word Length Frequencies for English Letters by Th. 1, there are no zero-syllable words (P0 = 0); we are thus concerned with a 1-displaced distribution. 2) is to be applied. 1917 etc. 89 etc. 2 (cf. p. 22). According to Elderton (1949: 442), the results obtained show that “the distributions [. . ] are not sufficiently near to geometrical progressions to be so described”. 3 (cf. p. 22) presents a comparison between the empirical data and the theoretical results, obtained by fitting the geometrical distribution to them (given in percentages).

As can clearly be seen, the deviations both from the normal and the lognormal distributions are highly significant in all cases. Furthermore, differences between normal and lognormal are minimal; in case of Manon Lescaut, the lognormal distribution is even worse than the normal distribution. 7: Statistical Comparison of Normal and Lognormal Distributions for Three French Texts (Herdan 1966) KS df p γ1 γ2 Manon Lescaut normal distr. lognormal d. 83 Littr´e normal distr. lognormal d. 68 Gougenheim normal distr.

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