MIDI Controller Designs: the Best Options for Performing Live Digital Music by Joey Earnest Research Procedures in Music Dr

Total Page:16

File Type:pdf, Size:1020Kb

MIDI Controller Designs: the Best Options for Performing Live Digital Music by Joey Earnest Research Procedures in Music Dr Earnest 1 MIDI Controller Designs: The Best Options for Performing Live Digital Music By Joey Earnest Research Procedures in Music Dr. Brown Fall, 2013 Earnest 2 The sound of music has been shaped by mechanics, culture, and biology. Modern technology has changed the way in which music is physically performed and composed. In the world of digital music, tools like midi-controllers give performers control over a wide array of musical parameters, in real time. Highly refined computer programs can make this process even more streamlined. Traditionally, piano keyboard styled midi and synthesizer controllers have ​ ​ been the standard note input devices for production and performance purposes. Considering that the actual design of the piano keyboard must accommodate physical sound-making mechanisms, such as strings and chimes, one can see its legitimacy as an acoustic “controller.” However, a digital platform, such as an isomorphic keyboard, eliminates the need for the controller to be laid ​ ​ out over several feet. The traditional piano keyboard, although ergonomic in many respects, does display limitations. For example, the piano-keyboard only utilizes left to right and to a limited degree, up and down, while humans have the ability to move their hands in many directions along three axes, including up and down, left to right, forward and back. The only reason piano keyboards are still relevant as midi controllers is because of the traditionalism within various musical communities that require a piano style keyboard to reproduce a specific idiom, or have been trained in that method. Isomorphic midi-controllers and other accelerometer or sensor based controllers that utilize all three spatial dimensions, are superior in design to traditional piano style controllers for the transmission of digital music data. Theoretically, all of the same music of the piano can also be played on an isomorphic keyboard. This begs the question: if a musician wants to make exclusively electronic music, what benefit would learning the piano have? Gustav Mahler would say, “Tradition is not the worship of ashes, but the preservation of fire” (Mahler, Earnest 3 1860-1911). Frank Zappa, on the other hand said, “Progress is not possible without deviation” (Zappa VPRO interview Netherlands, 1971). These perspectives are at the heart of this inquiry, and pose the question, what are the advantages and disadvantages of using newer isomorphic styled controllers as opposed to traditional piano keyboard controllers? This inquiry will find both advantages and disadvantages of the piano keyboard and isomorphic keyboards in contemporary music by focusing on their mechanical, cultural, and biological contexts. The musicologist, Bart Hopkin, provides insightful information on building all kinds of instruments. Understanding the history and mechanics of instrument design is a foundational aspect to the argument of the piano keyboard being a subpar device to transmit midi-data. In his book, Musical Instrument Design: Practical Information for Music Making, Bart Hopkin ​ ​ provides a brief history of the development of musical keyboards in Europe: The layout of the standard keyboard - the familiar pattern on five raised black keys and seven white keys to the octave - was never invented or planned in any clear sense. It came into being in an evolutionary process spanning several centuries. The earliest keyboard-like mechanisms were sets of broad, flat sliders protruding from the fronts of organs of Greek antiquity. By the Middle Ages, the norm was a set of seven sliders or levers comprising the diatonic octave, lying in a single even row. Beginning around the thirteenth century, progressively more levers appeared to accommodate chromatic tones, with the the additional keys distinguished from the original diatonics by their placement in a second row above. By the fifteenth century, an arrangement much like the present one had become widespread, with the seven below and five above- but still, at that time, in the form of rows of levers. In the course of the fifteenth and sixteenth centuries this evolved into the bed of ivory and ebony that we see today (Hopkin & Scoville, 2010). Traditionally, the developments of the keyboard mirrors the developments in music theory, such as the understanding of the harmonic series, key changes, polyphony, equal temperament, and chromaticism. Contemporary isomorphic keyboard designs may eventually open up new creative possibilities for changing between a multitude of newer tonal systems, including microtonal Earnest 4 systems, mid performance. Hopkin mentions that many contemporary keyboard designs “depart more radically from the existing standard” (Hopkin & Scoville, 2010). A variety of hexagonal shaped layouts, including Erv Wilson’s Bosanquet Keyboard ​ ​ ​ design, exemplify this shift. Hopkin says, “One important idea has been to use two-dimensional arrays. This brings more keys into a smaller area, allowing the player to reach more tones with less stretch. It also allows a more sophisticated approach to pitch relationships, since one can work with vertical and diagonal spatial parameters as well as horizontal” (Hopkin & Scoville, 2010). When these newer tessellating isomorphic keyboard designs are used in a digital context, the creative potential increases dramatically. When the keyboard is comprised of a grid of buttons or touch sensitive pads triggering digital signals, as opposed to a series of levers and hammers hitting large metal strings, it becomes easier to design small compact keyboards with more notes. It also means the integrity and efficacy of the keyboard layout does not need to be compromised by the inherent physical limitations of acoustic instrument design. The digitization of keyboards only adds to the relevance of this idea. Since the cumbersome, large mechanical systems necessary for acoustic instruments to make sound are no longer a significant factor in the design of MIDI keyboards, it raises the question, why aren’t isomorphic MIDI keyboards more popular than piano-style MIDI keyboards for playing polyphonic passages of music? The Hexagonal design makes horizontal and diagonal moment more fluid; vertical leaps conveniently shift octaves. The “Hex Keyboard” is a good substitute for the piano keyboard because it can also easily reproduce idiomatic piano passages. Isomorphically designed keyboards can be far superior at transmitting MIDI data than traditional piano keyboards for several reasons. Most importantly, the learning curve is faster on Earnest 5 an isomorphic keyboard because musical patterns and note groups can be replicated in multiple transpositions without altering the physical shape of the group. Another important reason is space and efficiency. Isomorphic keyboards are compact and can fit many notes into a tight grid rather than sprawling out several feet. There are also the ergonomic issues surrounding keyboard design. Isomorphic keyboards have less potential to cause physical performance injury than piano keyboards. The physical nuances of the piano keyboard have affected the literature. Although many composers certainly push the boundaries of what is possible on any given instrument, the physical limitations of each instrument inevitably shape the literature. Many of the greatest piano pieces ever written, can be played with ease and comfort by competent piano players. The largest advantage to playing on a traditional keyboard is to reproduce traditional idiomatic literature. However, clinging to the piano keyboard (as a midi controller) for reasons of comfort and familiarity can potentially slow the process of innovation in a constantly evolving digital music world. The Computer Music Journal presents research out of MIT suggesting that there are ​ ​ specific advantages to using isomorphic style keyboards in comparison to traditional keyboards. One such article discusses various designs or layouts of the keyboards, as well as the way in which we identify intervals in music. “This article answers this question by presenting examples of two related tuning continua (parameterized families of tunings where each specific tuning corresponds to a particular value of the parameter) that exhibit tuning invariance (where, on an appropriate instrument, all intervals and chords within a specified set have the same geometric shape in all of the tunings of the continuum)” (Milne, Sethares, & Plamondon, 2007). The article states “Microtonality presents interesting challenges, not only for the design of new instruments Earnest 6 (and, of course, for performers of traditional instruments), but also for notation. Composers have adopted different, often idiosyncratic, conventions for naming the pitches of nonstandard tuning systems and displaying them on the page” (Milne, Sethares, & Plamondon, 2007). The article discusses the mathematical relationships of different frequencies and harmonics in various tuning systems and temperaments. It also talks about geometry and symmetry and how it relates to isomorphic keyboards. The research presented by the MIT study concludes that “isomorphic keyboards can be coupled with appropriate computer technology to provide the deeper benefits of tuning invariance and dynamic tuning” (Milne, Sethares, & Plamondon, 2007). In addition: Music education, performance, and composition can benefit from the transpositional and tuning invariance provided by isomorphic button fields. The piano-style keyboard is incapable of achieving the advantages of an isomorphic keyboard for three reasons.
Recommended publications
  • Proceedings, the 50Th Annual Meeting, 1974
    proceedings of tl^e ai^i^iVepsapy EQeetiiig national association of schools of music NUMBER 63 MARCH 1975 NATIONAL ASSOCIATION OF SCHOOLS OF MUSIC PROCEEDINGS OF THE 50 th ANNIVERSARY MEETING HOUSTON, TEXAS 1974 Published by the National Association of Schools of Music 11250 Roger Bacon Drive, No. 5 Reston, Virginia 22090 LIBRARY OF CONGRESS CATALOGUE NUMBER 58-38291 COPYRIGHT ® 1975 NATIONAL ASSOCIATION OF SCHOOLS OF MUSIC 11250 ROGER BACON DRIVE, NO. 5, RESTON, VA. 22090 All rights reserved including the right to reproduce this book or parts thereof in any form. CONTENTS Officers of the Association 1975 iv Commissions 1 National Office 1 Photographs 2-8 Minutes of the Plenary Sessions 9-18 Report of the Community/Junior College Commission Nelson Adams 18 Report of the Commission on Undergraduate Studies J. Dayton Smith 19-20 Report of the Commission on Graduate Studies Himie Voxman 21 Composite List of Institutions Approved November 1974 .... 22 Report of the Library Committee Michael Winesanker 23-24 Report of the Vice President Warner Imig 25-29 Report of the President Everett Timm 30-32 Regional Meeting Reports 32-36 Addresses to the General Session Welcoming Address Vance Brand 37-41 "Some Free Advice to Students and Teachers" Paul Hume 42-46 "Teaching in Hard Times" Kenneth Eble 47-56 "The Arts and the Campus" WillardL. Boyd 57-62 Papers Presented at Regional Meetings "Esthetic Education: Dialogue about the Musical Experience" Robert M. Trotter 63-65 "Aflfirmative Action Today" Norma F. Schneider 66-71 "Affirmative Action" Kenneth
    [Show full text]
  • 2015-16-Course-Descriptions.Pdf
    Courses ACC - Accounting ACC 201 - Accounting Principles I (3) Emphasizes the process of generating and communicating accounting information in the form of financial statements to those outside the organization. No prerequisite. Crosslisted as: ACC. ACC 202 - Accounting Principles II (3) Emphasizes the process of producing accounting information for the internal use of a company's management. Prerequisite: ACC-201. Crosslisted as: ACC. ACC 210 - Using Spreadsheets in Accounting (3) This course introduces the student to the Microsoft Spreadsheet application. The course provides intensive training in the use of spreadsheets on microcomputers for the accounting profession. The student is taught to automate many of the routine accounting functions. The student will also be taught how to develop spreadsheets for common business functions. Crosslisted as: ACC. ACC 220 - Payroll Accounting and Taxation (3) This is a comprehensive payroll course in which federal and state requirements are studied. This includes computation of compensation and withholdings, processing and preparation of paychecks, completing deposits and payroll tax returns, informational returns, and issues relating to identification and compensation of independent contractors. In addition, students will overview electronic commercial systems such as ADP, as well as review the requirements for certification through the American Payroll Association (APA). Crosslisted as: ACC. ACC 230 - Business Taxation (3) This course is an introduction to the federal tax system. This includes the basic income tax models, business entity choices, the tax practice environment, income and expense determination, property transactions, and corporate, sole proprietorship, and flow-through entities. In addition, individual and wealth transfer taxes will be overviewed. Crosslisted as: ACC. ACC 304 - Current Topics in Accounting (1) A seminar class with the objective of using a current book and/or articles as the basis for discussing new ideas or issues facing the accounting profession.
    [Show full text]
  • 2021-2022 Undergraduate Catalog Mount St
    2021-2022 Undergraduate Catalog Mount St. Joseph University compiled August 7, 2021, from https://registrar.msj.edu/undergraduate-catalog/ PDF Version History: March 21, 2021: v.2021-03 April 23, 2021: v.2021-04 – updated elective course options for requirements for the minor and the certificate in Gerontology – updated course number in requirements for the minor in Exercise Science & Fitness – updated "Graduate Courses for Undergraduates" policy – updated "Residency Requirement" policy – updated course descriptions – updated faculty listing June 14, 2021: v.2021-06 – requirements for Major in Computer Science with Concentration in Natural Language Processing: replaced five INF courses with five NLP courses – requirements for Minor in Exercise Science & Fitness: Renumbered ESF 323 and ESF 323A to ESC 323 and ESC 323A, repectively – updated Academic Dismissal policy – updated course descriptions – updated faculty listing August 7, 2021: v.2021-08 – program requirements for Minor in Forensic Science: removed option of CRM 395 – program requirements for Major in Criminology, Justice Studies Concentration: removed major elective option of CRM 395 – added teaching credential information regarding licensure programs to School of Education and State Licensure Requirements information – program requirements for Spec Ed (K-12) and Primary (P-5) Major Dual License, BA Degree, Concentration 1: added SED 215S, SED 332, SED 333, SED 334 – program requirements for Spec Ed (K-12) and Primary (P-5) Major Dual License, BA Degree, Concentration 2: correct
    [Show full text]
  • Graduate Catalog 2021-2022
    Graduate Catalog 2021-2022 GRADUATE CATALOG 2021-2022 FROSTBURG STATE UNIVERSITY 101 BRADDOCK ROAD FROSTBURG, MARYLAND 21532- 2303 WWW.FROSTBURG.EDU Published for the Division of Academic Affairs by the FSU Office of Communications & Media Relations Frostburg State University is a constituent institution of the University System of Maryland. ii | GRADUATE CATALOG 202 1 - 2022 The provisions of this catalog are not to be regarded as an irrevocable contract between the University and the student. The University reserves the right to change any provisions of requirement at any time, but its practice is to not make changes in degree and admission requirements retroactive. Other regulations and procedures and course offerings may change during the period of your enrollment. Whenever possible, such changes will be published in official University publications such as the Graduate Catalog and Registration Guidelines, and on the University website, with prior notice of changes provided. However, if circumstances require, such changes may be made without notice. NOTE: Notwithstanding any other provision of this or any other University publication, the University reserves the right to make changes in tuition, fees and other charges at any time such changes are deemed necessary by the University and the University System of Maryland Board of Regents. FSU is committed to making all of its programs, services and activities accessible to persons with disabilities. To request accommodation through the ADA Compliance Office, call 301.687.4102 or use a Voice Relay Operator at 1.800.735.2258. Frostburg State University is an Affirmative Action/Equal Opportunity institution. Admission as well as all policies, programs and activities of the University are determined without regard to race, color, religion, sex, national origin, status as a veteran, age or handicap.
    [Show full text]
  • Invariance of Controller Fingerings Across a Continuum of Tunings
    Invariance of Controller Fingerings across a Continuum of Tunings Andrew Milne∗∗, William Setharesyy, and James Plamondonzz May 26, 2007 Introduction On the standard piano-style keyboard, intervals and chords have different shapes in each key. For example, the geometric pattern of the major third C–E is different from the geometric pattern of the major third D–F]. Similarly, the major scale is fingered differently in each of the twelve keys (in this usage, fingerings are specified without regard to which digits of the hand press which keys). Other playing surfaces, such as the keyboards of [Bosanquet, 1877] and [Wicki, 1896], have the property that each interval, chord, and scale type have the same geometric shape in every key. Such keyboards are said to be transpositionally invariant [Keisler, 1988]. There are many possible ways to tune musical intervals and scales, and the introduction of computer and software synthesizers makes it possible to realize any sound in any tuning [Carlos, 1987]. Typically, however, keyboard controllers are designed to play in a single tuning, such as the familiar 12-tone equal temperament (12-TET) which divides the octave into twelve perceptually equal pieces. Is it possible to create a keyboard surface that is capable of supporting many possible tunings? Is it possible to do so in a way that analogous musical intervals are fingered the same throughout the various tunings, so that (for example) the 12-TET fifth is fingered the same as the Just fifth and as the 17-TET fifth? (Just tunings ∗∗Corresponding author. Email: [email protected] yyDepartment of Electrical and Computer Engineering, University of Wisconsin-Madison, Madison, WI 53706 USA.
    [Show full text]
  • A Unified Helical Structure in 3D Pitch Space for Mapping Flat Musical Isomorphism
    HEXAGONAL CYLINDRICAL LATTICES: A UNIFIED HELICAL STRUCTURE IN 3D PITCH SPACE FOR MAPPING FLAT MUSICAL ISOMORPHISM A Thesis Submitted to the Faculty of Graduate Studies and Research In Partial Fulfillment of the Requirements for the Degree of Master of Science in Computer Science University of Regina By Hanlin Hu Regina, Saskatchewan December 2015 Copytright c 2016: Hanlin Hu UNIVERSITY OF REGINA FACULTY OF GRADUATE STUDIES AND RESEARCH SUPERVISORY AND EXAMINING COMMITTEE Hanlin Hu, candidate for the degree of Master of Science in Computer Science, has presented a thesis titled, Hexagonal Cylindrical Lattices: A Unified Helical Structure in 3D Pitch Space for Mapping Flat Musical Isomorphism, in an oral examination held on December 8, 2015. The following committee members have found the thesis acceptable in form and content, and that the candidate demonstrated satisfactory knowledge of the subject material. External Examiner: Dr. Dominic Gregorio, Department of Music Supervisor: Dr. David Gerhard, Department of Computer Science Committee Member: Dr. Yiyu Yao, Department of Computer Science Committee Member: Dr. Xue-Dong Yang, Department of Computer Science Chair of Defense: Dr. Allen Herman, Department of Mathematics & Statistics Abstract An isomorphic keyboard layout is an arrangement of notes of a scale such that any musical construct has the same shape regardless of the root note. The mathematics of some specific isomorphisms have been explored since the 1700s, however, only recently has a general theory of isomorphisms been developed such that any set of musical intervals can be used to generate a valid layout. These layouts have been implemented in the design of electronic musical instruments and software applications.
    [Show full text]
  • Just Intonation Keyboard: Isomorphic Keyboard Reimagined
    Bridges 2018 Conference Proceedings Just Intonation Keyboard: Isomorphic Keyboard Reimagined Marek Žabka Katedra muzikológie, Univerzita Komenského, Bratislava, Slovakia; [email protected] Abstract The construction of a musical user interface providing access to all pure harmonies is a very complex problem that defies a completely satisfying solution. The notion of the so-called isomorphic keyboard, invented by Bosanquet and advocated by many key figures in tuning theory since the 19th century, offers a good but not a perfect solution. In this paper, I propose an alternative approach based on the concept of a ‘just intonation (JI) plane.’ A JI plane is a true isomorphic image of higher-dimensional affine spaces modeling tones in extended just intonation. JI keyboards are defined as sets of keys located in a JI plane. Introduction Since ancient times, musicians have preferred systems of tones based on simple frequency ratios. Two tones with frequency ratios such as 2/1 (octave), 3/2 (perfect fifth), 5/4 (just major third), and 7/4 (natural seventh) are perceived as pleasant and pure. At the same time, it is highly preferable that a system of tones can be accessed through a user interface with a regular structure. Musical keyboards should be such user interfaces, and their regular structure is often described through the notion of isomorphism, in which equivalent spatial patterns on a keyboard should result in equivalent patterns in musical pitch. The purity of harmonies and the regularity of the structure seem to be two crucial principles guiding the construction of musical keyboards. The layout of a standard piano keyboard tuned in the usual 12-tone equal temperament adheres to neither of the two principles.
    [Show full text]
  • Harmonic Temperaments and Patterns of Interference
    City University of New York (CUNY) CUNY Academic Works School of Arts & Sciences Theses Hunter College Winter 5-14-2021 Signal to Noise: Harmonic Temperaments and Patterns of Interference Dylan A. Marcheschi CUNY Hunter College How does access to this work benefit ou?y Let us know! More information about this work at: https://academicworks.cuny.edu/hc_sas_etds/761 Discover additional works at: https://academicworks.cuny.edu This work is made publicly available by the City University of New York (CUNY). Contact: [email protected] Signal to Noise: Harmonic Temperaments and Patterns of Interference by Dylan A. Marcheschi Submitted in partial fulfillment of the requirements for the degree of Master of Fine Arts in Integrated Media Arts, Hunter College The City University of New York May 2021 05/14/21 Andrew Demirjian Date Thesis Sponsor 05/14/21 Ricardo Miranda Date Second Reader Marcheschi 1/66 Abstract Signal to Noise is a collection of long-form microtonal sound compositions and corresponding audio- reactive videos. The project constitutes an audio/visual exploration of historical tuning systems and temperaments. Most contemporary Western audiences will seldom if ever encounter harmony outside of post-Renaissance tuning conventions. This material highlights some of those pre-orthodox harmonic relationships which existed throughout most of history, and continue to exist outside of the sphere of Western influence. This corresponding paper documents that history, as well as recent correlates in advances of acoustic ecology and music as therapeutic intervention. Marcheschi 2/66 List of Figures 1. Word Frequency in the Brown Corpus of English Text … 4 2. Harmonic Nodes of a String … 5 3.
    [Show full text]
  • MASCHINE JAM Manual English
    MANUAL Disclaimer The information in this document is subject to change without notice and does not represent a commitment on the part of Native Instruments GmbH. The software described by this docu- ment is subject to a License Agreement and may not be copied to other media. No part of this publication may be copied, reproduced or otherwise transmitted or recorded, for any purpose, without prior written permission by Native Instruments GmbH, hereinafter referred to as Native Instruments. “Native Instruments”, “NI” and associated logos are (registered) trademarks of Native Instru- ments GmbH. Windows, Windows Vista and DirectSound are registered trademarks of Microsoft Corporation in the United States and/or other countries. ASIO, VST, HALion and Cubase are registered trademarks of Steinberg Media Technologies GmbH. All other product and company names are trademarks™ or registered® trademarks of their re- spective holders. Use of them does not imply any affiliation with or endorsement by them. Document authored by: David Gover, Nicolas Sidi Software version: 2.7.4 (04/2018) Special thanks to the Beta Test Team, who were invaluable not just in tracking down bugs, but in making this a better product. Contact NATIVE INSTRUMENTS GmbH NATIVE INSTRUMENTS North America, Inc. Schlesische Str. 29-30 6725 Sunset Boulevard D-10997 Berlin 5th Floor Germany Los Angeles, CA 90028 www.native-instruments.de USA www.native-instruments.com NATIVE INSTRUMENTS K.K. NATIVE INSTRUMENTS UK Limited YO Building 3F 18 Phipp Street Jingumae 6-7-15, Shibuya-ku, London EC2A 4NU Tokyo 150-0001 UK Japan www.native-instruments.co.uk www.native-instruments.co.jp NATIVE INSTRUMENTS FRANCE SARL SHENZHEN NATIVE INSTRUMENTS COMPANY Limited 113 Rue Saint-Maur 203B & 201B, Nanshan E-Commerce Base Of 75011 Paris Innovative Services France Shi Yun Road, Shekou, Nanshan, Shenzhen www.native-instruments.com China www.native-instruments.com © NATIVE INSTRUMENTS GmbH, 2018.
    [Show full text]
  • Rainboard and Musix: Building Dynamic Isomorphic Interfaces
    Rainboard and Musix: Building dynamic isomorphic interfaces Brett Park David Gerhard University of Regina University of Regina 3737 Wascana Parkway 3737 Wascana Parkway Regina, Saskatchewan, Canada Regina, Saskatchewan, Canada [email protected] [email protected] ABSTRACT instruments such as brass and woodwinds do not constitute Musix (an iOS application) and Rainboard (a physical de- a \layout" in this context since a combination of actuators vice) are two new musical instruments built to overcome (and additional controls such as breath) produces a single limitations of existing isomorphic instruments. Musix was note, rather that having all notes available at once. Al- developed to allow experimentation with a wide variety of ternate note layouts such as the Jank´okeyboard [17] have different isomorphic layouts to assess the advantages and been proposed in the past, however they remained obscure, disadvantages of each. The Rainboard consists of a hexag- mainly because of the expense of construction and the lim- onal array of arcade buttons embedded with RGB-LEDs, ited number of people who knew how to play them. which are used to indicate characteristics of the isomor- In the last thirty years, there has been a resurgence of phism currently in use on the Rainboard. The creation of interest in alternate note layouts for the 12-tone western scale (as well as for microtonal contexts) with devices such these two instruments/experimentation platforms allows for 2 isomorphic layouts to be explored in ways that are not pos- as the Thummer [14] and C-Thru AXiS . Many alternate sible with existing isomorphic instruments. layout instruments are based on the concept of musical iso- morphism (see below, and detailed in Maupin [10]) which promotes quicker learning, an intuitive connection to mu- Keywords sical harmony, and a more compact arrangement than a isomorphic, mobile application, hexagon, keyboard traditional linear piano keyboard [11].
    [Show full text]
  • The Hybrid Mobile Instrument: Recoupling the Haptic, the Physical, and the Virtual
    THE HYBRID MOBILE INSTRUMENT: RECOUPLING THE HAPTIC, THE PHYSICAL, AND THE VIRTUAL A DISSERTATION SUBMITTED TO THE DEPARTMENT OF MUSIC AND THE COMMITTEE ON GRADUATE STUDIES OF STANFORD UNIVERSITY IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF DOCTOR OF PHILOSOPHY Romain Pierre Denis Michon June 2018 © 2018 by Romain Pierre Denis Michon. All Rights Reserved. Re-distributed by Stanford University under license with the author. This work is licensed under a Creative Commons Attribution- Noncommercial 3.0 United States License. http://creativecommons.org/licenses/by-nc/3.0/us/ This dissertation is online at: http://purl.stanford.edu/rd318qn0219 ii I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. Chris Chafe, Co-Adviser I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. Julius Smith, III, Co-Adviser I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. Ge Wang I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. Matthew Wright, Approved for the Stanford University Committee on Graduate Studies. Patricia J. Gumport, Vice Provost for Graduate Education This signature page was generated electronically upon submission of this dissertation in electronic format.
    [Show full text]
  • (12) Patent Application Publication (10) Pub. No.: US 2008/0072738A1 Plamondon Et Al
    US 20080072738A1 (19) United States (12) Patent Application Publication (10) Pub. No.: US 2008/0072738A1 Plamondon et al. (43) Pub. Date: Mar. 27, 2008 (54) ISOMORPHC SOLFA MUSIC NOTATION Publication Classification AND KEYBOARD (51) Int. Cl. (76) Inventors: James Lee Plamondon, Austin, TX GIOC 3/12 (2006.01) (US); Ronald Frank Gorow, Studio G09B I5/02 (2006.01) City, CA (US) (52) U.S. Cl. ........................................ 84/423 R; 84/483.2 Correspondence Address: BUCHANAN, INGERSOLL & ROONEY PC (57) ABSTRACT POST OFFICE BOX 1404 ALEXANDRIA, VA 22313-1404 (US) A musical notation system is provided wherein equal sized (21) Appl. No.: 11/628,639 pitch intervals are represented by equal sized vertical dis placements on a musical staff irrespective of the key or (22) PCT Fed: Jun. 9, 2005 transportation of a musical sequence. A clef symbol and (86) PCT No.: PCT/AUOS/OO830 diatonic scale indicators are used to indicate the positions of diatonic pitches on the staff. A moveable Do Solfa system is S 371(c)(1), preferred so that musical sequences remain unchanged under (2), (4) Date: Aug. 30, 2007 transposition. The staff is easily adaptable to display various equal tempered (ET) subdivisions of the octave including (30) Foreign Application Priority Data 12-ET, 17-ET and 19-ET tuning systems. A system of chord notation and an isomorphic transposing keyboard is also Jun. 9, 2004 (AU)...................................... 2004903.136 described and claimed. Patent Application Publication Mar. 27, 2008 Sheet 1 of 38 US 2008/0072738A1 ooelpºu?zeuIV eTeInfi?? Patent Application Publication Mar. 27, 2008 Sheet 2 of 38 US 2008/0072738A1 s Patent Application Publication Mar.
    [Show full text]