What Music Did : The Story of Numerocracy in the West

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What Music Did : The Story of Numerocracy in the West

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  • 製本 Paperback:紙装版/ペーパーバック版/ページ数 472 p.
  • 言語 ENG
  • 商品コード 9780472057917

Full Description

In What Music Did, experimental filmmaker and violinist Tony Conrad explores in depth the relationship between music and mathematics. A work of decades that was left unfinished at the time of his death in 2016, Conrad's expansive history of the interrelationship of music and mathematics is published here for the first time. Editor Patrick Nickleson describes Conrad's method as that of an anarchic, interarts haberdasher; much of the research comes from musty and out-of-print sources, giving the impression that Conrad followed paths opened up for him in used book shops and conversations, rather than seeking a direct scholarly argument.

Throughout the book, readers encounter scenes from over two thousand years of history, mathematics, and music: Pythagoras using pebbles to articulate didactic number games to his disciples; Galileo fretting a hill and listening with a musician's ear to calculate the rate of acceleration under gravity; Rameau trapping Western music in a five-limit tuning system, and what could have been if he were more adept with numbers. Even when drawing on classical sources to explore canonical figures like Saint Augustine, What Music Did offers idiosyncratic critical insights that highlight our ongoing cultural reverence when answers result in simple whole number ratios like 3:2, 4:3, or 5:4. What Music Did is Tony Conrad's extended indictment of music's role, from the Pythagoreans to the twentieth century, in upholding the use of number as a clandestine and circumscribed armature of power.

Contents

Tony Oursler. Foreword
Patrick Nickleson. Editor's Introduction
Tony Conrad. WMD: Preface
Chapter 1: Pythagoras, Pt. 1
Chapter 2: Pythagoras, Pt. 2
Chapter 3: Augustine
Chapter 4: The Middle Ages and Renaissance
Chapter 5: Galilei
Chapter 6: Descartes
Chapter 7: Maurice
Chapter 8: Lully/Louis
Chapter 9: Rameau/Rousseau
Chapter 10: Helmholtz
Notes

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