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Towards the Foundations of Menzerath’s Law

On the Functional Dependence of Affix Length On their Positional Number Within Words

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Contributions to the Science of Text and Language

Part of the book series: Text, Speech and Language Technology ((TLTB,volume 31))

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Based on the suggestions of the Model of a sign’s life cycle, this article offers a foundation of the logics of the word formation process, from which general regularities are derived concerning the length relation of words and of morphemes. Furthermore, a representative sample of Russian language data is analyzed (50787 Russian root words and affixal-derivational words) for a preliminary test of the suggested model. Primary attention is paid to one of the most fundamental regularities in the organization of language — the negative dependence of the length of affixes and the magnitudes of the ordered numbers of their sequence within a word. The conclusion is drawn that this dependence can be formalized in the form of a logarithmic dependence: y = a·ln(x+c)+b, where y is the mean length of affixes in position x in some numbered position in their word forms, a the coefficient of proportionality; b the average length of affixes in the initial (—3rd) position within word forms present in the analyzed dictionary; and c — the coefficient for converting a negative-positive scale into a purely positive one.

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Polikarpov, A.A. (2007). Towards the Foundations of Menzerath’s Law. In: Grzybek, P. (eds) Contributions to the Science of Text and Language. Text, Speech and Language Technology, vol 31. Springer, Dordrecht. https://doi.org/10.1007/978-1-4020-4068-9_10

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