Yu.N. Klimov. Research index G. Herdan's and his modeling (on a material of poetry of I.a .brodsky)
Literature / Internet articles / Analysis of literature
Submitted on: May 26, 2014, 07:13:02
Description: On G. Herdan's index - the relation of the logarithm of volume of the dictionary to the logarithm of volume of the text I.A. Brodsky's poetic products, since the greatest size, settled down as follows: verses Post Aetatem Nostram of 1970, the Butterfly of 1972, T. VentslovaEs Lithuanian nocturne of 1973-1974, « the Petersburg novel » 1961, verses and poems of 1993 - <1990th>, verses and poems 1973 till 1981, verses and poems of 1982 - till winter of 1992, verses and poems 1968 for 1972, verses and poems 1964-1965 till 1968, a poem «Gorbunov and Gortchakov» 1965-1968, poem "Zophia" of 1962, verses and poems from winter 1962-1963 till 1964 and verses and poems 1957 till winter of 1963 from 0,9463 verses Post Aetatem Nostram of 1970, the Butterfly of 1972, T. VentslovaEs Lithuanian nocturne of 1973-1974 up to 0,8924 verses and poems 1957 till winter of 1963. On G. Herdan's index all investigated products I.А. Brodsky were close among them, the difference between them makes 5.7 %. Modeling of an index of G. Herdan's and his cumulative form, since the greatest size, is submitted linear, exponential, to the logarithmic and sedate equations, polynoms of the second and third degree. Modeling of an index of G. Herdan's and his cumulative form, since the greatest size, is described by the logarithmic equation. And for the cumulative form of an index of G. Herdan's - logarithmic, linear, and to the sedate equations, by polynoms of the second and third degree For the first time it is shown, that relative speed on the sedate equation of an index of G. Herdan's of products of I.A.Brodsky and his cumulative form, since the greatest size, above, than relative exponential speed, accordingly, -0,020 and -0,004x, 0,9874 and 0,2104x, that confirms our previous researches on quantitative lexicology. For the first time it is shown, that the corner between a cumulative curve and curve dynamics of an index of G. Herdan's exponential is equal about(near) 18 .. Key words: G. Herd...