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who asked the first question? - International Research Center For ...

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1953. Social organization of <strong>the</strong> singing group. Without going into <strong>the</strong> veryinteresting and important subtleties of <strong>the</strong> interrelationships between <strong>the</strong>parts and singers within a traditional singing group in different cultures(which could be a good topic for a separate big-scale research), in thisbook this parameter concentrates simply on <strong>the</strong> number of <strong>the</strong> singersof each part in a polyphonic texture. Which part/parts are performedby <strong>the</strong> individual singer and which part/parts are performed by a groupof singers? There are cases when <strong>the</strong> groups of singers perform all <strong>the</strong>parts. In o<strong>the</strong>r cases <strong>the</strong> individual performers perform most of <strong>the</strong>parts, and <strong>the</strong> big group performs only one part (this occurs in <strong>the</strong>majority of cases in polyphonic cultures). And finally, <strong>the</strong>re could becases where individual performers perform all <strong>the</strong> parts. Althoughgender differences are ano<strong>the</strong>r very important part of <strong>the</strong> socialorganization of many polyphonic traditions (also a good topic forseparate research), <strong>the</strong> gender aspect will only get a limited attention inour classification.4. Scales. Traditional polyphonic singing uses different types of scales:diatonic, pentatonic, tetratonic, hexatonic, tetrachordal, pentachordaletc. As if this is not enough, each of <strong>the</strong>se scales might contain a fewsubtypes as well (e.g. pentatonic can be minor, major, or neutral; it canalso be without a half tone, or with a half tone, etc.). We will have aspecial look at <strong>the</strong> diatonic scale systems based on <strong>the</strong> use of perfectoctaves, perfect fourths, and perfect fifths (creating accordingly <strong>the</strong>scales systems of <strong>the</strong> octave diatonic, fourths diatonic, and <strong>the</strong> fifthsdiatonic). This parameter (scales) is <strong>the</strong> most technical, and I’ll do mybest to give simple explanations in <strong>the</strong> text to <strong>the</strong> non-professionalreaders.5. Rhythm and metre. The rhythmic and metric nature of <strong>the</strong> music iseasier for a non-professional reader to understand than <strong>the</strong> system ofscales. Polyphonic traditions use all <strong>the</strong> varieties of <strong>the</strong> existing metres:simple duple and triple metres, array of complex metres, and <strong>the</strong> freemetre. The polyphonic nature of music, which requires rhythmicallywell-coordinated and coherent singing, naturally favors more simplerepetitive rhythms (for example, simple duple rhythm dominates sub-Saharan African and western Georgian polyphonic singing traditions).Interesting cases of <strong>the</strong> polyphonic traditions with a free metre will beanalyzed later in <strong>the</strong> chapter.All parameters of this five-unit set are fundamentally important for <strong>the</strong> musicallanguage of each polyphonic tradition, although <strong>the</strong>ir importance for comparativeresearch is not equal (at lest, in this study). The reason for this is <strong>the</strong> difference instability and <strong>the</strong> availability of <strong>the</strong> information on different parameters. Some of <strong>the</strong>parameters seem to be extremely stable (e.g. type of polyphony, or <strong>the</strong> vertical

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