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Steve Reich: Music As a Gradual Process Part II Author(S): K
Steve Reich: Music as a Gradual Process Part II Author(s): K. Robert Schwarz Source: Perspectives of New Music, Vol. 20, No. 1/2 (Autumn, 1981 - Summer, 1982), pp. 225-286 Published by: Perspectives of New Music Stable URL: https://www.jstor.org/stable/942414 Accessed: 03-10-2018 20:45 UTC JSTOR is a not-for-profit service that helps scholars, researchers, and students discover, use, and build upon a wide range of content in a trusted digital archive. We use information technology and tools to increase productivity and facilitate new forms of scholarship. For more information about JSTOR, please contact [email protected]. Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use, available at https://about.jstor.org/terms Perspectives of New Music is collaborating with JSTOR to digitize, preserve and extend access to Perspectives of New Music This content downloaded from 129.74.250.206 on Wed, 03 Oct 2018 20:45:31 UTC All use subject to https://about.jstor.org/terms STEVE REICH: MUSIC AS A GRADUAL PROCESS PART II K. Robert Schwarz This content downloaded from 129.74.250.206 on Wed, 03 Oct 2018 20:45:31 UTC All use subject to https://about.jstor.org/terms In 1968, Steve Reich codified his compositional aesthetic in the single most important essay he has ever written, "Music as a Gradual Process." This article, which has been reprinted several times,38 must be examined in detail, as it is here that Reich clarifies all the trends that have been developing in his music since 1965, and sets the direction for the future. -
Guitar Electronics Input/Output Structures Modify: Fender Amp Mxr Phase 100 More Gr- 500 the Ultimate Keyboard
J u ly -Aug. 1981 PQLUPHONU $2 .5 0 ELECTRONIC MUSIC & HOME RECORDING ISSN: 0163-4534 GUITAR ELECTRONICS INPUT/OUTPUT STRUCTURES MODIFY: FENDER AMP MXR PHASE 100 MORE GR- 500 THE ULTIMATE KEYBOARD The Prophet-10 is the most complete keyboard instrument available today. The Prophet is a true polyphonic programmable synthesizer with 10 complete voices and 2 manuals. Each 5 voice keyboard has its own programmer allowing two completely different sounds to be played simultaneously. All ten voices can also be played from one keyboard program. Each voice has 2 voltage controlled oscillators, a mixer, a four pole low pass filter, two ADSR envelope generators, a final VCA and independent modula tion capabilities. The Prophet-10’s total capabilities are too The Prophet-10 has an optional polyphonic numerous to mention here, but some of the sequencer that can be installed when the Prophet features include: is ordered, or at a later date in the field. It fits * Assignable voice modes (normal, single, completely within the main unit and operates on double, alternate) the lower manual. Various features of the * Stereo and mono balanced and unbalanced sequencer are: outputs * Simplicity; just play normally & record ex * Pitch bend and modulation wheels actly what you play. * Polyphonic modulation section * 2500 note capability, and 6 memory banks. * Voice defeat system * Built-in micro-cassette deck for both se * Two assignable & programmable control quence and program storage. voltage pedals which can act on each man * Extensive editing & overdubbing facilities. ual independently * Exact timing can be programmed, and an * Three-band programmable equalization external clock can be used. -
The Philip Glass Ensemble in Downtown New York, 1966-1976 David Allen Chapman Washington University in St
Washington University in St. Louis Washington University Open Scholarship All Theses and Dissertations (ETDs) Spring 4-27-2013 Collaboration, Presence, and Community: The Philip Glass Ensemble in Downtown New York, 1966-1976 David Allen Chapman Washington University in St. Louis Follow this and additional works at: https://openscholarship.wustl.edu/etd Part of the Music Commons Recommended Citation Chapman, David Allen, "Collaboration, Presence, and Community: The hiP lip Glass Ensemble in Downtown New York, 1966-1976" (2013). All Theses and Dissertations (ETDs). 1098. https://openscholarship.wustl.edu/etd/1098 This Dissertation is brought to you for free and open access by Washington University Open Scholarship. It has been accepted for inclusion in All Theses and Dissertations (ETDs) by an authorized administrator of Washington University Open Scholarship. For more information, please contact [email protected]. WASHINGTON UNIVERSITY IN ST. LOUIS Department of Music Dissertation Examination Committee: Peter Schmelz, Chair Patrick Burke Pannill Camp Mary-Jean Cowell Craig Monson Paul Steinbeck Collaboration, Presence, and Community: The Philip Glass Ensemble in Downtown New York, 1966–1976 by David Allen Chapman, Jr. A dissertation presented to the Graduate School of Arts and Sciences of Washington University in partial fulfillment of the requirements for the degree of Doctor of Philosophy May 2013 St. Louis, Missouri © Copyright 2013 by David Allen Chapman, Jr. All rights reserved. CONTENTS LIST OF FIGURES .................................................................................................................... -
Minimalism Post-Modernism Is a Term That Refers to Events After the So
Post-Modernism - Minimalism Post-Modernism is a term that refers to events after the so-called Modern period. The term suggests that we are now using what we learned in the “modern” period, but mixing it with ideas from the more distant past. A major movement within Post-Modernism is Minimalism Minimalism mixes some Eastern philosophical principles involving chant and meditation with simple tonal materials. Basic definition of Minimalism: sustained or repetitive use of simple (often tonal) materials. The movement began with LaMonte Young (b.1935); he used simple textures and consonant materials; often called trance music. Terry Riley (b.1935) is credited with first minimalist work In C (1964). The piece has repeated high C’s on piano maintaining simple pulse. Score has 53 short motives to be played by a group any size; players play all 53 figures, repeating as many times and as frequently as desired. Performance ends when all players are done with all 53 figures. Because figures change in content, there is subtle but constantly shifting texture all the time. Steve Reich (b. 1936) prefers to call his music “Structural” not minimal. His music is influenced by his study of African drumming. Some of his early works use phasing, where a tape loop is set up: the tape records first sounds made by performer; then plays them back while performer continues to play. More layers are added, and gradually live sounds get ahead of play-back. Effect can be hypnotic: trance-like. Violin Phase (1967) is example. In Mid-70’s Reich expanded his viewpoint and his ensemble: Music for 18 Musicians is a little like In C, but there is much more variation in patterns. -
A Critical Evaluation of the Nature of Music Education in the Public Schools of British Columbia
A CRITICAL EVALUATION OF THE NATURE OF MUSIC EDUCATION IN THE PUBLIC SCHOOLS OF BRITISH COLUMBIA David James Phyall Associate in Arts and Science (Music), Capilano College, 1982 B.A., SIMON FRASER UNIVERSITY, 1989 THESIS SUBMITTED IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF MASTER OF ARTS in the Faculty of Education @ David James Phyall 1993 SIMON FRASER UNIVERSITY March 1993 All rights reserved. This work may not be reproduced in whole or in part, by photocopy or other means, without permission of the author. APPROVAL Name: David James P hyall Degree: Master of Arts Title of Project: A Critical Evaluation of the Nature of Music Education in the Public Schools of British Columbia Examining Committee: Chair: Anne Corbishley Robert Walker Senior Supervisor Owen Underhill Associate Professor School for the Contemporary Arts - Allan ~lin&an Professor Music Department, UBC Allan MacKinnon Assistant Professor Faculty of Education Simon Fraser University External Examiner Date Approved: 2 b7 3/73 Partial Copyright License I hereby grant to Simon Fraser University the right to lend my thesis, project or extended essay (the title of which is shown below) to users of the Simon Fraser University Library, and to make partial or single copies only for such users or in response to a request from the library of any other university, or other educational institution, on its own behalf or for one of its users. I further agree that permission for multiple copying of this work for scholarly purposes may be granted by me or the Dean of Graduate Studies. It is understood that copying or publication of this work for financial gain shall not be allowed without my written permission. -
“Classical” Minimalism
from Richard Taruskin, “Oxford History of Western Music Volume V: Music in the Late Twentieth Century; Chapter 8: A Harmonious Avant-Garde?”. Retrieved 4/29/2011 from oxfordwesternmusic.com. “CLASSICAL” MINIMALISM For many listeners, the most characteristic and style-defining aspect of In C is the constant audible eighth-note pulse that underlies and coordinates all of the looping, and that seems, because it provides a constant pedal of Cs, to be fundamentally bound up with the work's concept. Like much modernist practice since at least Stravinsky, it puts the rhythmic spotlight on the “subtactile” level, accommodating and facilitating the free metamorphosis of the felt beat —for example, from quarters to dotted quarters at the twenty-second module of In C—and allows their multiple presence to be felt as levels within a complex texture. It may be surprising, therefore, to learn that the constant C-pulse was an afterthought, adopted in rehearsal for what seemed at the time a purely utilitarian purpose (simply to keep the group together in lieu of a conductor), and that it was not even Riley's idea. It was Reich's. Steve Reich came from a background very different from Young's and Riley's. Where they had a rural, working-class upbringing on the West Coast, Reich was born into a wealthy, professional- class family in cosmopolitan New York. Like most children of his economic class, Reich had traditional piano lessons and plenty of exposure to what in later years he mildly derided as the “bourgeois classics.” He had an elite education culminating in a Cornell baccalaureate with a major in philosophy. -
Structural Analysis and Segmentation of Music Signals
STRUCTURAL ANALYSIS AND SEGMENTATION OF MUSIC SIGNALS A DISSERTATION SUBMITTED TO THE DEPARTMENT OF TECHNOLOGY OF THE UNIVERSITAT POMPEU FABRA FOR THE PROGRAM IN COMPUTER SCIENCE AND DIGITAL COMMUNICATION IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF - DOCTOR PER LA UNIVERSITAT POMPEU FABRA Bee Suan Ong 2006 © Copyright by Bee Suan Ong 2006 All Rights Reserved ii Dipòsit legal: B.5219-2008 ISBN: 978-84-691-1756-9 DOCTORAL DISSERTATION DIRECTION Dr. Xavier Serra Department of Technology Universitat Pompeu Fabra, Barcelona This research was performed at theMusic Technology Group of the Universitat Pompeu Fabra in Barcelona, Spain. Primary support was provided by the EU projects FP6-507142 SIMAC http://www.semanticaudio.org. iii Abstract Automatic audio content analysis is a general research area in which algorithms are developed to allow computer systems to understand the content of digital audio signals for further exploitation. Automatic music structural analysis is a specific subset of audio content analysis with its main task to discover the structure of music by analyzing audio signals to facilitate better handling of the current explosively expanding amounts of audio data available in digital collections. In this dissertation, we focus our investigation on four areas that are part of audio-based music structural analysis. First, we propose a unique framework and method for temporal audio segmentation at the semantic level. The system aims to detect structural changes in music to provide a way of separating the different “sections” of a piece according to their structural titles (i.e. intro, verse, chorus, bridge). We present a two-phase music segmentation system together with a combined set of low-level audio descriptors to be extracted from music audio signals. -
Clever Children: the Sons and Daughters of Experimental Music?
Clever Children: The Sons and Daughters of Experimental Music Author Carter, David Published 2009 Thesis Type Thesis (PhD Doctorate) School Queensland Conservatorium DOI https://doi.org/10.25904/1912/1356 Copyright Statement The author owns the copyright in this thesis, unless stated otherwise. Downloaded from http://hdl.handle.net/10072/367632 Griffith Research Online https://research-repository.griffith.edu.au Clever Children: The Sons and Daughters of Experimental Music? David Carter B.Music / Music Technology (Honours, First Class) Queensland Conservatorium Griffith University A dissertation submitted in fulfilment of the requirements for the award of the degree Doctor of Philosophy 19 June 2008 Keywords Contemporary Music; Dance Music; Disco; DJ; DJ Spooky; Dub; Eight Lines; Electronica; Electronic Music; Errata Erratum; Experimental Music; Hip Hop; House; IDM; Influence; Techno; John Cage; Minimalism; Music History; Musicology; Rave; Reich Remixed; Scanner; Surface Noise. i Abstract In the late 1990s critics, journalists and music scholars began referring to a loosely associated group of artists within Electronica who, it was claimed, represented a new breed of experimentalism predicated on the work of composers such as John Cage, Karlheinz Stockhausen and Steve Reich. Though anecdotal evidence exists, such claims by, or about, these ‘Clever Children’ have not been adequately substantiated and are indicative of a loss of history in relation to electronic music forms (referred to hereafter as Electronica) in popular culture. With the emergence of the Clever Children there is a pressing need to redress this loss of history through academic scholarship that seeks to document and critically reflect on the rhizomatic developments of Electronica and its place within the history of twentieth century music. -
Terms from Kostka Twentieth Century Music
AnalysisofContemporaryMusic Terminology Dr. Mark Feezell The following list of terms is taken from Kostka’s Materials and Techniques of Twentieth-Century Music, 3rd ed. Most of the definitions are word-for-word from the same text. This is a VERY useful study guide for the text, but does not substitute for careful reading and examination of the examples in the text itself. Ch. Term Pg. Definition 1 chromatic mediant rela- 3 Triads with roots M3 or m3 apart, both major or both minor, one common tone tionship 1 doubly chromatic me- 3 Triads with roots M3 or m3 apart, one major, one minor; no common tones diant relationship 1 direct modulation 3 Modulation with no common chord between the two keys 1 tritone relationships 5 Movement of one harmony directly to a harmony whose root is a tritone away 1 real sequence 6 A sequence in which the pattern is transposed exactly 1 brief tonicizations 6 A quick succession of tonal centers, often associated with real sequences 1 enharmonicism 6 The enharmonic reinterpretation of certain (normally chromatic) harmonies so that they resolve in an unexpected way; ex: Ger+6 --> V7 1 suspended tonality 6 Passages that are tonally ambiguous 1 parallel voice leading 7 A type of progression in which at least some voices move in parallel motion 1 nonfunctional chord 8 A progression in which the chords do not “progress” in any of the ways found in succession diatonic tonal harmony 1 voice-leading chords 9 Chords that are the result of goal-directed motion in the various voices rather than traditional harmonic progression 1 unresolved dissonances 10 Dissonances which do not follow the dictates of functional harmony to resolve. -
Metrical Issues in John Adams's <I>Short Ride in a Fast Machine</I>
University of Nebraska - Lincoln DigitalCommons@University of Nebraska - Lincoln Faculty Publications: School of Music Music, School of 2001 Metrical Issues in John Adams's Short Ride in a Fast Machine Stanley V. Kleppinger University of Nebraska-Lincoln, [email protected] Follow this and additional works at: http://digitalcommons.unl.edu/musicfacpub Part of the Music Theory Commons Kleppinger, Stanley V., "Metrical Issues in John Adams's Short Ride in a Fast Machine" (2001). Faculty Publications: School of Music. 52. http://digitalcommons.unl.edu/musicfacpub/52 This Article is brought to you for free and open access by the Music, School of at DigitalCommons@University of Nebraska - Lincoln. It has been accepted for inclusion in Faculty Publications: School of Music by an authorized administrator of DigitalCommons@University of Nebraska - Lincoln. From Indiana Theory Review Volume 22, no. 1 (2001, appeared in 2003) Metrical Issues ill John Adams's Short Ride in a Fast Machine Stanley V. Kleppinger T IS HARD TO IMAGINE a musical surface that strikes the listener with more metrical conflict than that of John Adams's Short Ride in a Fast Machine (1986). I According to the composer, this orchestral fanfare is inspired by the experi ence of speeding down a highway in a too-fast sports car. As he explained in an interview: The image that I had while composing this piece was a ride that I once took in a sport car. A relative of mine had bought a Ferrari, and he asked me late one night to take a ride in it, and we went out onto the highway, and I wished I hadn't [laughs]. -
Multiple Meters and Metrical Processes in the Music of Steve Reich
Multiple Meters and Metrical Processes in the Music of Steve Reich Gretchen Horlacher Minimalist and repetitive music... reduces the elements of music to one, single component - periodicity. Pierre Boulez, New York Review of Books 31/1 1 (June 28, 1984): 14 That Steve Reich's music challenges listeners' rhythmic and metric faculties is well known; the composer himself has written "If I compose music that is to use repeating patterns and is also to remain interesting I must build in rhythmic ambiguity to make it possible for the ear to hear a given pattern beginning and ending in different places depending on slight differences of accent and on how one listens."1 Reich's statement draws our attention to two signal features of his metric language. First, a repeated motive may have more than one accentual interpretation; moreover, the contrasting interpretations differentiate the repeated motives, inviting the listener to engage in a process of comparison. Boulez's emphasis on periodicity is apt, for it is Reich's creative use of repetition within meter that gives the music its charge. Consider, for example, the music shown as Example la, a portion of Reich's 1967 Piano Phase, This excerpt from the two- piano work results from the superimposition of an original melody (played on one piano, and shown in filled-in noteheads in the top line of the example) with a cyclical permutation beginning on its sixth note (played on the other piano, and shown in open noteheads on the top line); the resulting two-part counterpoint is repeated many times over. -
Introduction to the DFT and Music for Pieces of Wood
Cyclic Rhythm and Rhythmic Qualities: Introduction to the DFT and an Application to Steve Reich’s Phase Music Jason Yust, Spring 2018 Much of Steve Reich’s music is based on repetition (often ad lib) of 1–2 measure rhythmic patterns. This is particularly true of his “phase” music from Piano Phase and Violin Phase in 1967 to Octet [Eight Lines] in 1979, and also much of the music of the 1980s, such as New York Counterpoint and Electric Counterpoint. The repetition of a consistent unit, one or two measures of 4/4 or 12/8, sometimes 10/8, with a basic pulse of and eighth-note or sixteenth, creates the framework of a rhythmic cycle. Rhythmic cycles invite an analogy with pitch classes, which are also cyclic. Hence, we can think of cyclic rhythms as “beat-class sets.” (This idea was first suggested by Milton Babbitt and built upon by Jeff Pressing, Richard Cohn, and John Roeder.1) Here, I will propose a method of analyzing cyclic rhythms using the DFT (discrete Fourier transform). This is, mathematically, the same method that is used for determining what frequencies are present in an audio signal. The differences when using this method to analyze beat-class sets are (1) Order of magnitude: the frequencies are much slower, so that they correspond to rhythmic periodicities rather than pitches, and (2) Simplifying assumptions: Rhythmic cycles include a relatively small number of eighth or sixteenth-notes (typically 6, 8, 10, 12, 16, or 24), and they are assumed to be perfectly periodic, meaning they could repeat indefinitely.