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Latgalistikys kongresu materiali, III. 2011. - Latvijas Universitāte

Latgalistikys kongresu materiali, III. 2011. - Latvijas Universitāte

Latgalistikys kongresu materiali, III. 2011. - Latvijas Universitāte

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they read books and newspapers. Moreover, the answers to a question<br />

about known languages or dialects provide a general overview of the possibly<br />

existing linguistic repertoire of the area. In order to avoid idiosyncratic<br />

influences inn the answers on single questions (for instance, the language<br />

spoken by the multilingual population with the monolingual doctor<br />

or priest is necessarily influenced by the language competence of these<br />

monolinguals) and in order to give a better readable image of the linguistic<br />

complexity, the questions have been unified into the following 5 categories<br />

(or a m b i t s ): family, community, work, public life, reading and writing.<br />

(For a similar analysis in other European situations see Dell’Aquila, Iannàccaro<br />

2006a, 2008b, 2008c, Iannàccaro forth.)<br />

Family Community Work Public life Read/Write<br />

Mother<br />

Father<br />

Siblings<br />

Partner<br />

Sons/Daughters<br />

Older relatives<br />

Neighbours<br />

Children<br />

Shop-keepers<br />

Colleagues<br />

Teachers<br />

Doctor<br />

Priest<br />

Civil servants<br />

Reading<br />

Writing<br />

Table 1: Ambits and sociolinguistic situations<br />

Obviously, this classification — as well as the choice of the questions<br />

— is an arbitrary procedure: a different categorisation or the choice<br />

of other questions would influence the data and change the results, but<br />

what we propose here could be largely approved by sociolinguists.<br />

For calculating the sociolinguistic distance between points, an<br />

adapted Euclidean distance model will be used, in order to create a relative<br />

numerical parameter, ranging between the values of 0 and 1, as independent<br />

as possible from the number of the languages and the number of the<br />

variables 22 .<br />

The Euclidean distance is the distance between two points that we<br />

would measure with a ruler, and is given by the Pythagorean formula —<br />

which states that the square of the length of the hypotenuse equals the sum<br />

of the squares of the lengths of the other two sides — in which the two<br />

acute angles of the triangle represent the points we want to measure and<br />

the hypotenuse the distance between them. The position of the points on a<br />

plane surface, for example, is represented by the values of their coordi-<br />

22 The actual formula can be read in Dell'Aquila 2010, p. 469 and p. 471.<br />

75

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