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    짜를리노의 대위법에서 세나리오의 역할  :  『화성의 체계』 제3권 제61장의 인용 관계를 중심으로 = The Role of Senario in Zarlino’s The Art of Counterpoint : Focused on Chapter 61 of Book Ⅲ of Le istitutioni harmonische

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    https://www.riss.kr/link?id=A82630999

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    This study is on the role of Senario in Book Ⅲ of Zarlino’s Le istitutioni harmonische (1558) and considers the coexistence of processes of articulation of speculative and practical theory. Zarlino united in his Le istitutioni harmonische two theoretical traditions, speculative and practical theory. Zarlino aimed in Book Ⅰ and Ⅱ to lay the foundation upon which he could build in Book Ⅲ and Ⅳ a sound edifice of practical precepts.
    Zarlino’s employment of the Senario as the mathematical basis for consonance is unique. Although writers before him used proportions of the numbers of the Senario in order to describe consonance, no one used these numbers to define consonance. To Zarlino, thirds and sixths are consonant because of numerical relationships, and not because of the way they sound. The octave, the fifth, the fourth, the major third, and the minor third are defined by ratios that use the elements of the Senario.
    Zarlino in Book Ⅲ applied the order or progression of the harmonic number in not only the generation of intervals but also the locations or distances between the parts as in their movements, melodic lines, and proportions. The application of Senario in Book Ⅲ would eventually be a fully developed counterpoint system.
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    This study is on the role of Senario in Book Ⅲ of Zarlino’s Le istitutioni harmonische (1558) and considers the coexistence of processes of articulation of speculative and practical theory. Zarlino united in his Le istitutioni harmonische two theo...

    This study is on the role of Senario in Book Ⅲ of Zarlino’s Le istitutioni harmonische (1558) and considers the coexistence of processes of articulation of speculative and practical theory. Zarlino united in his Le istitutioni harmonische two theoretical traditions, speculative and practical theory. Zarlino aimed in Book Ⅰ and Ⅱ to lay the foundation upon which he could build in Book Ⅲ and Ⅳ a sound edifice of practical precepts.
    Zarlino’s employment of the Senario as the mathematical basis for consonance is unique. Although writers before him used proportions of the numbers of the Senario in order to describe consonance, no one used these numbers to define consonance. To Zarlino, thirds and sixths are consonant because of numerical relationships, and not because of the way they sound. The octave, the fifth, the fourth, the major third, and the minor third are defined by ratios that use the elements of the Senario.
    Zarlino in Book Ⅲ applied the order or progression of the harmonic number in not only the generation of intervals but also the locations or distances between the parts as in their movements, melodic lines, and proportions. The application of Senario in Book Ⅲ would eventually be a fully developed counterpoint system.

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    목차 (Table of Contents)

    • Ⅰ. 서론
    • Ⅱ. 본론
    • 1. 『화성의 체계』 제1권 제15장에서 세나리오
    • 2. 『화성의 체계』 제3권에서 세나리오
    • 3. 『화성의 체계』 제3권 제61장에서 세나리오
    • Ⅰ. 서론
    • Ⅱ. 본론
    • 1. 『화성의 체계』 제1권 제15장에서 세나리오
    • 2. 『화성의 체계』 제3권에서 세나리오
    • 3. 『화성의 체계』 제3권 제61장에서 세나리오
    • Ⅲ. 결론
    • 참고문헌
    • Abstract
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    참고문헌 (Reference)

    1 이현주, "장 필립 라모의 『화성론』(1722)에 나타난 사변 이론과 실제 이론의 상호 관계 연구: 인용 네트워크 분석에 의해" 이화여자대학교 2010

    2 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH4_TEXT.html"

    3 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH3_TEXT.html"

    4 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH2_TEXT.html"

    5 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH1_TEXT.html"

    6 Wienpahl, Robert, "Zarlino, the Senario, and Tonality" 12 (12): 27-41, 1959

    7 Gaffurius, Franchinus, "The Theory of Music. Translated by Walter Kurt Kreyszig" Yale University Press 1993

    8 Bush, Helen, "The Recognition of Chordal Formation by Early Music Theorists" 32 (32): 227-243, 1946

    9 Cohen, David, "The Imperfect Seeks Its Perfection: Harmonic Progression, Directed Motion, and Aristotelian Physics" 23 (23): 139-169, 2001

    10 Zarlino, Gioseffo, "The Art of Counterpoint. Translated by Guy A. Marco and Claude V. Palisca" Yale University Press 1968

    1 이현주, "장 필립 라모의 『화성론』(1722)에 나타난 사변 이론과 실제 이론의 상호 관계 연구: 인용 네트워크 분석에 의해" 이화여자대학교 2010

    2 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH4_TEXT.html"

    3 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH3_TEXT.html"

    4 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH2_TEXT.html"

    5 "http://www.chmtl.indiana.edu/smi/cinquecento/ZAR58IH1_TEXT.html"

    6 Wienpahl, Robert, "Zarlino, the Senario, and Tonality" 12 (12): 27-41, 1959

    7 Gaffurius, Franchinus, "The Theory of Music. Translated by Walter Kurt Kreyszig" Yale University Press 1993

    8 Bush, Helen, "The Recognition of Chordal Formation by Early Music Theorists" 32 (32): 227-243, 1946

    9 Cohen, David, "The Imperfect Seeks Its Perfection: Harmonic Progression, Directed Motion, and Aristotelian Physics" 23 (23): 139-169, 2001

    10 Zarlino, Gioseffo, "The Art of Counterpoint. Translated by Guy A. Marco and Claude V. Palisca" Yale University Press 1968

    11 Lester, Joel, "Root-Position and Inverted Triads in Theory around 1600" 27 (27): 110-119, 1600

    12 Gosman, Alan, "Rameau and Zarlino: Polemics in the “Traite de l’harmonie" 22 (22): 44-59, 2000

    13 Cazden, Norman, "Pythagoras and Aristoxenos Reconciled" 11 (11): 97-105, 1958

    14 Harrán, Don, "New Light on the Question of Text Underlay Prior to Zarlino" 45 : 24-56, 1973

    15 Burnham, Scott, "Method and Motivation in Hugo Riemann’s History of Music Theory" 14 : 1-14, 1992

    16 Lester, Joel, "Major-Minor Concepts and Modal Theory in Germany, 1592-1680" 30 (30): 208-253, 1680

    17 Corwin, Lucille, "Le Istitutioni Harmoniche of Gioseffo Zarlino, Part I, A Translation with introduction" The City University of New York 2008

    18 McKinney, Timothy, "Hearing in the Sixth Sense" 82 (82): 517-536, 1998

    19 Rivera, Benito, "Harmonic Theory in Musical Treatises of the Late Fifteenth and Early Sixteenth Centuries" 1 : 80-95, 1979

    20 Barker, Andrew, "Greek Musical Writings, vol. 2" Cambridge University Press 1984

    21 Mathiesen, Thomas, "Greek Music Theory. The Cambridge History of Western Music Theory" Cambridge University Press 2002

    22 Seay, Albert, "Gioseffo Zarlino. The Art of Counterpoint. Part Three of Le Istitutioni Harmoniche, 1558. Translated by Guy A. Marco and Claude V. Palisca. New Haven: Yale Universtiy Press, 1968. xxvi, 294 pp" 23 (23): 150-154, 1968

    23 Bower, Calvin, "Fundamentals of Music" Yale University Press 1989

    24 Tolkoff, Lyn, "French Modal Theory before Rameau" 17 (17): 150-163, 1973

    25 Wienpahl, Robert, "English theorists and Evolving Tonality" 36 (36): 377-393, 1955

    26 Crocker, Richard, "Discant, Counterpoint, and Harmony" 15 (15): 1-21, 1962

    27 Barbera, André, "Arithmetic and Geometric Divisions of the Tetrachord" 21 (21): 294-323, 1977

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