Yu.N. Klimov. Comparative modeling quantitative lexicology poems and A.s. Pushkin's poems, Т.g. Shevchenko and I. Franko
Literature / Internet articles / Analysis of literature
Submitted on: Mar 07, 2015, 03:04:08
Description: Abstracts: It is shown, that modeling under natural logarithms of cumulative lengths and frequencies of words from their sequence in poems of 1831-1834 and a poem "Eugeny Onegin". A.S. Pushkin, in poems "Katerina" and "Haydamaky" Т.G. Shevchenko and "Moses" I. Franko, under natural logarithms of graphemes and their cumulative number from their sequence, since the greatest size, under natural logarithms of cumulative numbers of graphemes from their sequence, since the greatest size, in poems of 1831-1834, under natural logarithms of cumulative numbers word-form (WF) and word usage 25 from their frequency, under natural logarithms of cumulative numbers WF and WU 25 from their frequency, under natural logarithms of cumulative numbers WF and WU > 25 from their frequency, on shares of cumulative numbers WF and WU 25 from their frequency, on shares of cumulative numbers WF and WU > 25 from their frequency the submitted texts were similar among themselves and various, that specifies relationship of slavic languages. Modeling of the investigated texts has revealed distinctions in the description their simple algebraic equations. It is revealed, that the natural logarithm of average cumulative length of words changed from 8,6778 (ЕО) up to 7,9267 (Ðœ), and the natural logarithm of average cumulative frequency of words - 8,8371 (К) up to 8,2219 (Ð ). It specifies that in Russian poetry the natural logarithm of average cumulative length of words is higher in ЕО, than at similarity of these sizes at Ð and K, than in Ukrainian poetry Ð" and M, and under the natural logarithm of average cumulative frequency of words similarity for Ð is observed, the M and Ð", for ЕО both K. Usage of the linear equation and a polynom of the third degree, have been allocated three non-uniform zones of cumulative distribution of graphemes. The cumulative number of graphemes in I-st and in II-nd to a zone is reduced from 13025 ЕО up to 9452 (Ðœ) and from 18971 (ЕО) up to 9514 (Ðœ), and...