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Proportion in the Music of Dunstable
Published online by Cambridge University Press: 01 January 1978
Extract
How did John Dunstable compose? What principles did he follow when he sat down to plan a piece of music? Manfred Bukofzer's collected edition of his works is now twenty-six years old, and when we consider how little of his music is performed and known as sound, over a quarter of a century after its publication, it is plain that I am not the only person to find him an enigma. We hear a great deal more of Dufay's music: his concise, elegant phrasing, neat, sectional, easily apprehended construction, constant variety of texture and integrated, purposeful bass-lines make Dunstable seem obscure, remote and inhuman by comparison – for all his mastery of the long melodic vault and springing ribs of cross-rhythm. One can follow the harmonic logic and the bar-to-bar detail of rhythm and phrasing, but not the plan of the whole, with the one exception of the isorhythmic works, which accordingly are performed more frequently than his other sacred music. One feels much more at home with their clear, logical structure and steady, purposeful crescendo of rhythmic excitement.
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References
NOTES
1 John Dunstable: Complete Works (Musica Britannica, viii), ed. M. F. Bukofzer (London, 1953); second, rev. edn., prepared by M. Bent, I. Bent and B. Trowell (London, 1970).Google Scholar
2 His epitaphs refer to him as ‘astrorum conscius ille’ and ‘Michalus alter, novus et Ptolomeus’, and three astronomical treatises survive which he owned or copied.Google Scholar
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4 Bukofzer, M. F., Studies in Medieval and Renaissance Music (London, 1951), 56–73.Google Scholar
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9 Warren, C. W., ‘Brunelleschi's Dome and Dufay's Motet’, in The Musical Quarterly, lix (1973), 92–105.CrossRefGoogle Scholar
10 Fr. Feldmann, ‘Numerorum mysteria’ in Archiv für Musikwissenschaft, xiv (1957), 102–29.CrossRefGoogle Scholar
11 Jacobi Leodiensis Speculum Musicae, ed. R. Bragard (Corpus Scriptorum de Musica, iii), 4 vols., Rome, 1955–65; see also id., ‘Le Speculum Musicae du compilateur Jacques de Liege’, in Musica Disciplina, vii (1953), 59–104, and viii (1954), 1–17a. Jacobus devotes an enormous amount of space to the theory of proportions; compare this with Tinctoris' workaday approach, largely confined to practical questions of time-signatures and notation, in E. de Coussemaker (ed.), Scriptorum de musica medii aevi nova series (1876), 154ff.Google Scholar
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16 New York, 1938. We badly need a fuller study of number symbolism, showing the chronology and continuity of its medieval tradition; while this paper's main purpose is to analyse Dunstable's proportional mathematics, I have not been able to avoid noting his use of symbolic numbers, though I am only too well aware that our knowledge of gematria comes largely from the early medieval writings of the patristic fathers who deplored its practice. 152 (‘MARIA’), 888 (‘JESOUS’) and 1480 (‘CHRISTOS’) are, however, all to be found in Kircher's Arithmologia of 1665: see van Crevel, op. cit., vii, pp. cxxxixf.Google Scholar
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18 One of them, Daniel Leech-Wilkinson, read an interesting paper, still unpublished, on the structure of Machaut's ‘Hoquetus David’ at the Conference on Medieval and Renaissance Music held at Durham University in 1978.Google Scholar
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20 In her monograph Dunstaple, shortly to be published by Oxford University Press, London (Dr Bent wishes, with good justification, to return to the fifteenth-century spelling of his name).Google Scholar
21 Easily available in The Penguin Classics with an introduction by its translator, H. D. P. Lee (Harmondsworth, 1965); see especially pp. 47–9; also F. M. Cornford, Plato's Cosmology (London, 1948), 36ff. For evidence of widespread medieval knowledge of this portion of the Timaeus, See Klibansky, R., The Continuity of the Platonic Tradition during the Middle Ages (London [1939]), 28–9; and Simson, op. cit., 22 and 26f.Google Scholar
22 See The Writings of Irenaeus, translated by A. Roberts and W. H. Rambaut, i (Edinburgh, London and Dublin, 1880), 61.Google Scholar
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