Proquest Dissertations
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Temporal Disunity and Structural Unity in the Music of John Coltrane 1965-67
Listening in Double Time: Temporal Disunity and Structural Unity in the Music of John Coltrane 1965-67 Marc Howard Medwin A dissertation submitted to the faculty of the University of North Carolina at Chapel Hill in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Department of Music. Chapel Hill 2008 Approved by: David Garcia Allen Anderson Mark Katz Philip Vandermeer Stefan Litwin ©2008 Marc Howard Medwin ALL RIGHTS RESERVED ii ABSTRACT MARC MEDWIN: Listening in Double Time: Temporal Disunity and Structural Unity in the Music of John Coltrane 1965-67 (Under the direction of David F. Garcia). The music of John Coltrane’s last group—his 1965-67 quintet—has been misrepresented, ignored and reviled by critics, scholars and fans, primarily because it is a music built on a fundamental and very audible disunity that renders a new kind of structural unity. Many of those who study Coltrane’s music have thus far attempted to approach all elements in his last works comparatively, using harmonic and melodic models as is customary regarding more conventional jazz structures. This approach is incomplete and misleading, given the music’s conceptual underpinnings. The present study is meant to provide an analytical model with which listeners and scholars might come to terms with this music’s more radical elements. I use Coltrane’s own observations concerning his final music, Jonathan Kramer’s temporal perception theory, and Evan Parker’s perspectives on atomism and laminarity in mid 1960s British improvised music to analyze and contextualize the symbiotically related temporal disunity and resultant structural unity that typify Coltrane’s 1965-67 works. -
Why Jazz Still Matters Jazz Still Matters Why Journal of the American Academy of Arts & Sciences Journal of the American Academy
Dædalus Spring 2019 Why Jazz Still Matters Spring 2019 Why Dædalus Journal of the American Academy of Arts & Sciences Spring 2019 Why Jazz Still Matters Gerald Early & Ingrid Monson, guest editors with Farah Jasmine Griffin Gabriel Solis · Christopher J. Wells Kelsey A. K. Klotz · Judith Tick Krin Gabbard · Carol A. Muller Dædalus Journal of the American Academy of Arts & Sciences “Why Jazz Still Matters” Volume 148, Number 2; Spring 2019 Gerald Early & Ingrid Monson, Guest Editors Phyllis S. Bendell, Managing Editor and Director of Publications Peter Walton, Associate Editor Heather M. Struntz, Assistant Editor Committee on Studies and Publications John Mark Hansen, Chair; Rosina Bierbaum, Johanna Drucker, Gerald Early, Carol Gluck, Linda Greenhouse, John Hildebrand, Philip Khoury, Arthur Kleinman, Sara Lawrence-Lightfoot, Alan I. Leshner, Rose McDermott, Michael S. McPherson, Frances McCall Rosenbluth, Scott D. Sagan, Nancy C. Andrews (ex officio), David W. Oxtoby (ex officio), Diane P. Wood (ex officio) Inside front cover: Pianist Geri Allen. Photograph by Arne Reimer, provided by Ora Harris. © by Ross Clayton Productions. Contents 5 Why Jazz Still Matters Gerald Early & Ingrid Monson 13 Following Geri’s Lead Farah Jasmine Griffin 23 Soul, Afrofuturism & the Timeliness of Contemporary Jazz Fusions Gabriel Solis 36 “You Can’t Dance to It”: Jazz Music and Its Choreographies of Listening Christopher J. Wells 52 Dave Brubeck’s Southern Strategy Kelsey A. K. Klotz 67 Keith Jarrett, Miscegenation & the Rise of the European Sensibility in Jazz in the 1970s Gerald Early 83 Ella Fitzgerald & “I Can’t Stop Loving You,” Berlin 1968: Paying Homage to & Signifying on Soul Music Judith Tick 92 La La Land Is a Hit, but Is It Good for Jazz? Krin Gabbard 104 Yusef Lateef’s Autophysiopsychic Quest Ingrid Monson 115 Why Jazz? South Africa 2019 Carol A. -
The Order of Numbers in the Second Viennese School of Music
The order of numbers in the Second Viennese School of Music Carlota Sim˜oes Department of Mathematics University of Coimbra Portugal Mathematics and Music seem nowadays independent areas of knowledge. Nevertheless, strong connections exist between them since ancient times. Twentieth-century music is no exception, since in many aspects it admits an obvious mathematical formalization. In this article some twelve-tone music rules, as created by Schoenberg, are presented and translated into math- ematics. The representation obtained is used as a tool in the analysis of some compositions by Schoenberg, Berg, Webern (the Second Viennese School) and also by Milton Babbitt (a contemporary composer born in 1916). The Second Viennese School of Music The 12-tone music was condemned by the Nazis (and forbidden in the occupied Europe) because its author was a Jew; by the Stalinists for having a bourgeois cosmopolitan formalism; by the public for being different from everything else. Roland de Cand´e[2] Arnold Schoenberg (1874-1951) was born in Vienna, in a Jewish family. He lived several years in Vienna and in Berlin. In 1933, forced to leave the Academy of Arts of Berlin, he moved to Paris and short after to the United States. He lived in Los Angeles from 1934 until the end of his life. In 1923 Schoenberg presented the twelve-tone music together with a new composition method, also adopted by Alban Berg (1885-1935) and Anton Webern (1883-1945), his students since 1904. The three composers were so closely associated that they became known as the Second Viennese School of Music. -
Kostka, Stefan
TEN Classical Serialism INTRODUCTION When Schoenberg composed the first twelve-tone piece in the summer of 192 1, I the "Pre- lude" to what would eventually become his Suite, Op. 25 (1923), he carried to a conclusion the developments in chromaticism that had begun many decades earlier. The assault of chromaticism on the tonal system had led to the nonsystem of free atonality, and now Schoenberg had developed a "method [he insisted it was not a "system"] of composing with twelve tones that are related only with one another." Free atonality achieved some of its effect through the use of aggregates, as we have seen, and many atonal composers seemed to have been convinced that atonality could best be achieved through some sort of regular recycling of the twelve pitch class- es. But it was Schoenberg who came up with the idea of arranging the twelve pitch classes into a particular series, or row, th at would remain essentially constant through- out a composition. Various twelve-tone melodies that predate 1921 are often cited as precursors of Schoenberg's tone row, a famous example being the fugue theme from Richard Strauss's Thus Spake Zararhustra (1895). A less famous example, but one closer than Strauss's theme to Schoenberg'S method, is seen in Example IO-\. Notice that Ives holds off the last pitch class, C, for measures until its dramatic entrance in m. 68. Tn the music of Strauss and rves th e twelve-note theme is a curiosity, but in the mu sic of Schoenberg and his fo ll owers the twelve-note row is a basic shape that can be presented in four well-defined ways, thereby assuring a certain unity in the pitch domain of a composition. -
Brandon Patrick George, Flute Toyin Spellman-Diaz, Oboe Mark Dover, Clarinet Jeff Scott, French Horn Monica Ellis, Bassoon
Brandon Patrick George, Flute Toyin Spellman-Diaz, Oboe Mark Dover, Clarinet Jeff Scott, French Horn Monica Ellis, Bassoon Program Startin’ Sumthin’ Jeff Scott Quintet for Winds John Harbison iv. Scherzo v. Finale Kites Over Havana Paquito D’Rivera arr. Valerie Coleman Pavane Gabriel Fauré arr. Jeff Scott Dance Mediterranea Simon Shaheen arr. Jeff Scott Opening Act Assistant Professor of Music Matthew Evan Taylor If not NOW, then WHEN! Matthew Evan Taylor Alto Improvisation 3, Contrasts Program Notes Jeff Scott Startin’ Sumthin’ Startin’ Sumthin’ is a modern take on the genre of Ragtime music. With an emphasis on ragged! The defining characteristic of Ragtime music is a specific type of syncopation in which melodic accents occur between metrical beats. This results in a melody that seems to be avoiding some metrical beats of the accompaniment by emphasizing notes that either anticipate or follow the beat. The ultimate (and intended) effect on the listener is actually to accentuate the beat, thereby inducing the listener to move to the music. Scott Joplin, the composer/pianist known as the “King of Ragtime,” called the effect “weird and intoxicating.” ―Note by Jeff Scott John Harbison Quintet for Winds John Harbison studied with Walter Piston at Harvard, with Boris Blacher in Berlin, and with Roger Sessions and Earl Kim at Princeton; in 1969 he joined the faculty at MIT. His compositions include two operas (one on Shakespeare’s The Winter’s Tale), orchestral works, concertos for piano, violin, and brass quintet, chamber music, and vocal settings on an impressive range of texts. Harbison has also made a career as a conductor; he has been conductor of the Boston Cantata Singers and has guest conducted the San Francisco and Boston Symphony Orchestras. -
INVARIANCE PROPERTIES of SCHOENBERG's TONE ROW SYSTEM by James A. Fill and Alan J. Izenman Technical·Report No. 328 Department
INVARIANCE PROPERTIES OF SCHOENBERG'S TONE ROW SYSTEM by James A. Fill and Alan J. Izenman Technical·Report No. 328 Department of Applied Statistics School of Statistics University of Minnesota Saint Paul, MN 55108 October 1978 ~ 'It -: -·, ........ .t .. ,.. SUMMARY -~ This paper organizes in a ~ystematic manner the major features of a general theory of m-tone rows. A special case of this development is the twelve-tone row system of musical composition as introduced by Arnold Schoenberg and his Viennese school. The theory as outlined here applies to tone rows of arbitrary length, and can be applied to microtonal composition for electronic media. Key words: 12-tone rows, m-tone rows, inversion, retrograde, retrograde-inversion, transposition, set-complex, permutations. Short title: Schoenberg's Tone .Row System. , - , -.-· 1. Introduction. Musical composition in the twentieth century has been ~ enlivened by Arnold Schoenberg's introduction of a structured system which em phasizes.its serial and atonal nature. Schoenberg called his system "A Method of Composing with Twelve Tones which are Related Only with One Another" (12, p. 107]. Although Schoenberg himself regarded his work as the logical outgrowth of tendencies inherent in the development of Austro-German music during the previous one hundred years, it has been criticized as purely "abstract and mathematical cerebration" and a certain amount of controversy still surrounds the method. The fundamental building-block in Schoenberg's system is the twelve-tone !2!!, a specific linear ordering of all twelve notes--C, CU, D, Eb, E, F, FU, G, G#, A, Bb, and B--of the equally tempered chromatic scale, each note appearing once and only once within the row. -
An Historical and Analytical Study of Renaissance Music for the Recorder and Its Influence on the Later Repertoire Vanessa Woodhill University of Wollongong
University of Wollongong Research Online University of Wollongong Thesis Collection University of Wollongong Thesis Collections 1986 An historical and analytical study of Renaissance music for the recorder and its influence on the later repertoire Vanessa Woodhill University of Wollongong Recommended Citation Woodhill, Vanessa, An historical and analytical study of Renaissance music for the recorder and its influence on the later repertoire, Master of Arts thesis, School of Creative Arts, University of Wollongong, 1986. http://ro.uow.edu.au/theses/2179 Research Online is the open access institutional repository for the University of Wollongong. For further information contact the UOW Library: [email protected] AN HISTORICAL AND ANALYTICAL STUDY OF RENAISSANCE MUSIC FOR THE RECORDER AND ITS INFLUENCE ON THE LATER REPERTOIRE by VANESSA WOODHILL. B.Sc. L.T.C.L (Teachers). F.T.C.L A dissertation submitted in partial fulfillment of the requirements for the degree of Master of Arts in the School of Creative Arts in the University of Wollongong. "u»«viRsmr •*"! This thesis is submitted in accordance with the regulations of the University of Wotlongong in partial fulfilment of the requirements for the degree of Master of Arts. I hereby certify that the work embodied in this thesis is the result of original research and has not been submitted for a higher degree at any other University or similar institution. Copyright for the extracts of musical works contained in this thesis subsists with a variety of publishers and individuals. Further copying or publishing of this thesis may require the permission of copyright owners. Signed SUMMARY The material in this thesis approaches Renaissance music in relation to the recorder player in three ways. -
May 2001 03 Jazz Ed
ALL ABOUT JAZZ monthly edition — may 2001 03 Jazz Ed. 04 Pat Metheny: New Approaches 09 The Genius Guide to Jazz: Prelude EDITOR-IN-CHIEF: Aaron Wrixon 14 The Fantasy Catalog: Tres Joses ASSOCIATE EDITOR: Michael Martino 18 Larry Carlton and Steve Lukather: Guitar Giants CONTRIBUTORS: 28 The Blue Note Catalog: All Blue Glenn Astarita, Mathew Bahl, Jeff Fitzgerald, Chris Hovan, Allen Huotari, Nils Jacobson, Todd S. Jenkins, Joel Roberts, Chris M. Slawecki, Derek Taylor, Don Williamson, 32 Joel Dorn: Jazz Classics Aaron Wrixon. ON THE COVER: Pat Metheny 42 Dena DeRose: No Detour Ahead PUBLISHER: 48 CD Reviews Michael Ricci Contents © 2001 All About Jazz, Wrixon Media Ventures, and contributors. Letters to the editor and manuscripts welcome. Visit www.allaboutjazz.com for contact information. Unsolicited mailed manuscripts will not be returned. Welcome to the May issue of All About Jazz, Pogo Pogo, or Joe Bat’s Arm, Newfoundland Monthly Edition! (my grandfather is rolling over in his grave at This month, we’re proud to announce a new the indignity I have just committed against columnist, Jeff Fitzgerald, and his new, er, him) — or WHEREVER you’ve been hiding column: The Genius Guide to Jazz. under a rock all this while — and check some Jeff, it seems, is blessed by genius and — of Metheny’s records out of the library. as is the case with many graced by voluminous The man is a guitar god, and it’s an intellect — he’s not afraid to share that fact honour and a privilege to have Allen Huotari’s with us. -
Woodwind Family
Woodwind Family What makes an instrument part of the Woodwind Family? • Woodwind instruments are instruments that make sound by blowing air over: • open hole • internal hole • single reeds • double reed • free reeds Some woodwind instruments that have open and internal holes: • Bansuri • Daegeum • Fife • Flute • Hun • Koudi • Native American Flute • Ocarina • Panpipes • Piccolo • Recorder • Xun Some woodwind instruments that have: single reeds free reeds • Clarinet • Hornpipe • Accordion • Octavin • Pibgorn • Harmonica • Saxophone • Zhaleika • Khene • Sho Some woodwind instruments that have double reeds: • Bagpipes • Bassoon • Contrabassoon • Crumhorn • English Horn • Oboe • Piri • Rhaita • Sarrusaphone • Shawm • Taepyeongso • Tromboon • Zurla Assignment: Watch: Mr. Gendreau’s woodwind lesson How a flute is made How bagpipes are made How a bassoon reed is made *Find materials in your house that you (with your parent’s/guardian’s permission) can use to make a woodwind (i.e. water bottle, straw and cup of water, piece of paper, etc). *Find some other materials that you (with your parent’s/guardian’s permission) you can make a different woodwind instrument. *What can you do to change the sound of each? *How does the length of the straw effect the sound it makes? *How does the amount of water effect the sound? When you’re done, click here for your “ticket out the door”. Some optional videos for fun: • Young woman plays music from “Mario” on the Sho • Young boy on saxophone • 9 year old girl plays the flute. -
The Computational Attitude in Music Theory
The Computational Attitude in Music Theory Eamonn Bell Submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Graduate School of Arts and Sciences COLUMBIA UNIVERSITY 2019 © 2019 Eamonn Bell All rights reserved ABSTRACT The Computational Attitude in Music Theory Eamonn Bell Music studies’s turn to computation during the twentieth century has engendered particular habits of thought about music, habits that remain in operation long after the music scholar has stepped away from the computer. The computational attitude is a way of thinking about music that is learned at the computer but can be applied away from it. It may be manifest in actual computer use, or in invocations of computationalism, a theory of mind whose influence on twentieth-century music theory is palpable. It may also be manifest in more informal discussions about music, which make liberal use of computational metaphors. In Chapter 1, I describe this attitude, the stakes for considering the computer as one of its instruments, and the kinds of historical sources and methodologies we might draw on to chart its ascendance. The remainder of this dissertation considers distinct and varied cases from the mid-twentieth century in which computers or computationalist musical ideas were used to pursue new musical objects, to quantify and classify musical scores as data, and to instantiate a generally music-structuralist mode of analysis. I present an account of the decades-long effort to prepare an exhaustive and accurate catalog of the all-interval twelve-tone series (Chapter 2). This problem was first posed in the 1920s but was not solved until 1959, when the composer Hanns Jelinek collaborated with the computer engineer Heinz Zemanek to jointly develop and run a computer program. -
Modern Art Music Terms
Modern Art Music Terms Aria: A lyrical type of singing with a steady beat, accompanied by orchestra; a songful monologue or duet in an opera or other dramatic vocal work. Atonality: In modern music, the absence (intentional avoidance) of a tonal center. Avant Garde: (French for "at the forefront") Modern music that is on the cutting edge of innovation.. Counterpoint: Combining two or more independent melodies to make an intricate polyphonic texture. Form: The musical design or shape of a movement or complete work. Expressionism: A style in modern painting and music that projects the inner fear or turmoil of the artist, using abrasive colors/sounds and distortions (begun in music by Schoenberg, Webern and Berg). Impressionism: A term borrowed from 19th-century French art (Claude Monet) to loosely describe early 20th- century French music that focuses on blurred atmosphere and suggestion. Debussy "Nuages" from Trois Nocturnes (1899) Indeterminacy: (also called "Chance Music") A generic term applied to any situation where the performer is given freedom from a composer's notational prescription (when some aspect of the piece is left to chance or the choices of the performer). Metric Modulation: A technique used by Elliott Carter and others to precisely change tempo by using a note value in the original tempo as a metrical time-pivot into the new tempo. Carter String Quartet No. 5 (1995) Minimalism: An avant garde compositional approach that reiterates and slowly transforms small musical motives to create expansive and mesmerizing works. Glass Glassworks (1982); other minimalist composers are Steve Reich and John Adams. Neo-Classicism: Modern music that uses Classic gestures or forms (such as Theme and Variation Form, Rondo Form, Sonata Form, etc.) but still has modern harmonies and instrumentation. -
Cliftonkm026.Pdf
Copyright by Kevin Mark Clifton 2002 The Dissertation Committee for Kevin Mark Clifton Certifies that this is the approved version of the following dissertation: Poulenc’s Ambivalence: A Study in Tonality, Musical Style, and Sexuality Committee: ______________________________ James Buhler, Supervisor ______________________________ Roger Graybill ______________________________ Stefan Kostka ______________________________ Andrew Dell’Antonio ______________________________ Fred Maus Poulenc’s Ambivalence: A Study in Tonality, Musical Style, and Sexuality by Kevin Mark Clifton, B.A., M.M. Dissertation Presented to the Faculty of the Graduate School of The Univeristy of Texas at Austin in Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy The University of Texas at Austin August 2002 Table of Contents Chapter 1: Ambivalence Theory: Definition, Context, and Methodology 1 Chapter 2: Poulenc’s Mouvements Perpétuels: A Case for Musical Cubism 25 Chapter 3: Revealing Tonal Axes and Musical Masks in Poulenc’s Concerto for Two Pianos in D minor, I 61 Chapter 4: Sexualizing the Exotic: Evocation and Meaning of the Gamelan in Poulenc’s Aubade and the Concerto for Two Pianos in D minor 108 Conclusion: Poulenc’s Ambivalence Reconsidered 149 Bibliography 155 Vita 159 iv Chapter 1 “ A work of art does not answer questions, it provokes them; and its essential meaning is in the tension between the contradictory answers.” -- Leonard Bernstein Ambivalence Theory: Definition, Context, and Methodology Introduction I would like to begin my study of the musical language of Francis Poulenc (1899-1963) by considering Ned Rorem’s description of Poulenc’s personality: Like his name he was both dapper and ungainly. His clothes came from Lanvin but were unpressed.