BOSTON „ F'syaphony
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Chapter 1 Geometric Generalizations of the Tonnetz and Their Relation To
November 22, 2017 12:45 ws-rv9x6 Book Title yustTonnetzSub page 1 Chapter 1 Geometric Generalizations of the Tonnetz and their Relation to Fourier Phases Spaces Jason Yust Boston University School of Music, 855 Comm. Ave., Boston, MA, 02215 [email protected] Some recent work on generalized Tonnetze has examined the topologies resulting from Richard Cohn's common-tone based formulation, while Tymoczko has reformulated the Tonnetz as a network of voice-leading re- lationships and investigated the resulting geometries. This paper adopts the original common-tone based formulation and takes a geometrical ap- proach, showing that Tonnetze can always be realized in toroidal spaces, and that the resulting spaces always correspond to one of the possible Fourier phase spaces. We can therefore use the DFT to optimize the given Tonnetz to the space (or vice-versa). I interpret two-dimensional Tonnetze as triangulations of the 2-torus into regions associated with the representatives of a single trichord type. The natural generalization to three dimensions is therefore a triangulation of the 3-torus. This means that a three-dimensional Tonnetze is, in the general case, a network of three tetrachord-types related by shared trichordal subsets. Other Ton- netze that have been proposed with bounded or otherwise non-toroidal topologies, including Tymoczko's voice-leading Tonnetze, can be under- stood as the embedding of the toroidal Tonnetze in other spaces, or as foldings of toroidal Tonnetze with duplicated interval types. 1. Formulations of the Tonnetz The Tonnetz originated in nineteenth-century German harmonic theory as a network of pitch classes connected by consonant intervals. -
An Introduction Via Perspectives on Consonant Triads
Introduction and Basics The Consonant Triad Geometry of Triads Extension of Neo-Riemannian Theory Symmetries of Triads What is Mathematical Music Theory? An Introduction via Perspectives on Consonant Triads Thomas M. Fiore http://www-personal.umd.umich.edu/~tmfiore/ Introduction and Basics The Consonant Triad Geometry of Triads Extension of Neo-Riemannian Theory Symmetries of Triads What is Mathematical Music Theory? Mathematical music theory uses modern mathematical structures to 1 analyze works of music (describe and explain them), 2 study, characterize, and reconstruct musical objects such as the consonant triad, the diatonic scale, the Ionian mode, the consonance/dissonance dichotomy... 3 compose 4 ... Introduction and Basics The Consonant Triad Geometry of Triads Extension of Neo-Riemannian Theory Symmetries of Triads What is Mathematical Music Theory? Mathematical music theory uses modern mathematical structures to 1 analyze works of music (describe and explain them), 2 study, characterize, and reconstruct musical objects such as the consonant triad, the diatonic scale, the Ionian mode, the consonance/dissonance dichotomy... 3 compose 4 ... Introduction and Basics The Consonant Triad Geometry of Triads Extension of Neo-Riemannian Theory Symmetries of Triads Levels of Musical Reality, Hugo Riemann There is a distinction between three levels of musical reality. Physical level: a tone is a pressure wave moving through a medium, “Ton” Psychological level: a tone is our experience of sound, “Tonempfindung” Intellectual level: a tone is a position in a tonal system, described in a syntactical meta-language, “Tonvorstellung”. Mathematical music theory belongs to this realm. Introduction and Basics The Consonant Triad Geometry of Triads Extension of Neo-Riemannian Theory Symmetries of Triads Work of Mazzola and Collaborators Mazzola, Guerino. -
From Coppet to Milan: Romantic Circles at La Scala
From Coppet to Milan: Romantic Circles at La Scala Carmen Casaliggi Cardiff Metropolitan University When Percy Shelley left England and settled with Mary Godwin and Claire Clairmont at Maison Chapuis close to Villa Diodati in May 1816, his thoughts naturally turned to the people who were part of the coterie of European writers and artists visiting Switzerland during that Summer. As he wrote in a letter to Thomas Jefferson Hogg dated July 18, 1816: “Lord Byron, whom I have seen at this place, is about to publish a new canto of Childe Harold [...] Mad. de Stael [sic] is here & a number of literary people whom I have not seen, & indeed have no great curiosity to see” (493). Despite their strident disagreement over the merits of Byron’s entourage, Shelley’s words are suggestive of the significance of Switzerland as a centre of creativity and inspiration; it also becomes an important site to test authentic forms of sociability. John William Polidori’s diary entry for May 25, 1816 – written only few days after he arrived in Switzerland as Byron’s personal physician - retraces the footsteps of writers and philosophers interested in Swiss destinations: “It is a classic ground we go over. Buonaparte, Joseph, Bonnet, Necker, Staël, Voltaire, Rousseau, all have their villas (except Rousseau). Genthoud, Ferney, Coppet are close to the road” (96). This distinctive association of the biographical, the historical, and the geographical indicates the extent to which the Swiss experience can be seen as one of the first Romantic examples of influence and collaboration between British and European Romantic writers. -
From Schritte and Wechsel to Coxeter Groups 3
From Schritte and Wechsel to Coxeter Groups Markus Schmidmeier1 Abstract: The PLR-moves of neo-Riemannian theory, when considered as re- flections on the edges of an equilateral triangle, define the Coxeter group S3. The elements are in a natural one-to-one correspondence with the trianglese in the infinite Tonnetz. The left action of S3 on the Tonnetz gives rise to interest- ing chord sequences. We compare the systeme of transformations in S3 with the system of Schritte and Wechsel introduced by Hugo Riemann in 1880e . Finally, we consider the point reflection group as it captures well the transition from Riemann’s infinite Tonnetz to the finite Tonnetz of neo-Riemannian theory. Keywords: Tonnetz, neo-Riemannian theory, Coxeter groups. 1. PLR-moves revisited In neo-Riemannian theory, chord progressions are analyzed in terms of elementary moves in the Tonnetz. For example, the process of going from tonic to dominant (which differs from the tonic chord in two notes) is decomposed as a product of two elementary moves of which each changes only one note. The three elementary moves considered are the PLR-transformations; they map a major or minor triad to the minor or major triad adjacent to one of the edges of the triangle representing the chord in the Tonnetz. See [4] and [5]. C♯ G♯ .. .. .. .. ... ... ... ... ... PR ... ... PL ... A ................E ................ B′ .. .. R.. .. L .. .. ... ... ... ... ... ... ... LR ... ... ∗ ... ... RL ... ( ) ′ F′ ................C ................ G ................ D .. .. P .. .. ... ... ... ... ... LP ... ... RP ... A♭ ................E♭ ................ B♭′ arXiv:1901.05106v3 [math.CO] 4 Apr 2019 Figure 1. Triads in the vicinity of the C-E-G-chord Our paper is motivated by the observation that PLR-moves, while they provide a tool to measure distance between triads, are not continuous as operations on the Tonnetz: Let s be a sequence of PLR-moves. -
Zefiro Ci Riporta Le Note Di Soliva Di Carla Baselgia-Ferrari
SETTEMBRE 2015 Zefiro ci riporta le note di Soliva di Carla Baselgia-Ferrari Sarah Albertoni, clarinetto, Zarina Armari Quadroni, pianoforte, Veronika Kiss, fagotto: tre donne di talento che con i loro strumenti musicali compongono un trio interessante e singolare, in quanto l’accostamento clarinetto, pianoforte e fagotto è piuttosto insolito. Assieme formano il Trio Zeffiretto, nome vezzoso ed evocativo che si ispira a Zefiro, un vento poetico, messaggero di primavera. Il 4 di ottobre prossimo alla Bibliomedia di Biasca, alle ore 17.30, il Trio Zeffiretto si esibirà in un concerto che propone un programma di autori interessanti, accomunati da analogie temporali e culturali. Nel nostro contesto locale è particolarmente intrigante la presenza fra questi autori di un compositore di origini bleniesi. Si tratta di Carlo Evasio Soliva (Casale Monferrato 1791- Parigi 1853), figlio di Giovanni Soliva emigrato da Semione in Piemonte dove gestiva un caffè, e di Lucia Cima di Olivone. Primo di quattro figli, Carlo Evasio venne indirizzato agli studi musicali dapprima come chierico presso la cappella del duomo di Casale. In seguito venne iscritto al Conservatorio di Milano di cui fu uno dei primi allievi. Nel 1815 fu uno dei primi tre diplomati del Conservatorio, ottenendo il primo premio in composizione. Il giovanissimo Soliva, grazie ai suoi meriti di studio, ottenne l’incarico di comporre la musica su un libretto di Felice Romani, uscito vincitore da un concorso bandito dalla Scala di MiIano. In cinque mesi Soliva compose il melodramma eroicomico in due atti La testa di bronzo o sia La capanna solitaria che andò in scena al Teatro alla Scala il 3 settembre 1816, ottenendo un grandissimo successo e ben 47 repliche. -
Frederic Chopin As a Man and Musician, Volume 1
Frederic Chopin as a Man and Musician, Volume 1 Frederick Niecks Frederic Chopin as a Man and Musician, Volume 1 Table of Contents Frederic Chopin as a Man and Musician, Volume 1.............................................................................................1 Frederick Niecks............................................................................................................................................1 PREFACE TO THE FIRST EDITION..........................................................................................................1 PREFACE TO THE SECOND EDITION.....................................................................................................4 PREFACE TO THE THIRD EDITION.........................................................................................................4 CHAPTER I.................................................................................................................................................12 CHAPTER II................................................................................................................................................19 CHAPTER III..............................................................................................................................................25 CHAPTER IV..............................................................................................................................................32 CHAPTER V................................................................................................................................................36 -
1 Original Place of Publication: Murphy, Scott. (2014) “Scoring Loss in Some Recent Popular Film and Television.” Music Theo
Original place of publication: Murphy, Scott. (2014) “Scoring Loss in Some Recent Popular Film and Television.” Music Theory Spectrum, 36(2), 295-314. Original date of publication: 7 Oct 2014 URL: http://mts.oxfordjournals.org/content/early/2014/09/24/mts.mtu014 ABSTRACT A certain tonally- and temporally-oriented progression of two triads, dwelt upon usually through undulation, accompanies scenes depicting the contemplation of a considerable sorrowful loss in many popular films and throughout one television program produced between 1985 and 2012. In lieu of any strong stylistic precedent for this musico-dramatic association, certain structural relationships between the two triads relative to other triadic pairings may account for possible motivations of the association. Keywords: film music, television music, tonality, triadic harmony, triadic transformation, mediant triad, loss, sorrow, homology, James Horner, Cocoon The narrative of Ron Howard’s 1985 movie Cocoon brings two parties into conflict: a peaceable and immortal alien race suffering from the regrettable but necessary abandonment of twenty of their kind on Earth thousands of years ago, and a group of present-day retirement-home residents in Florida suffering from degradation of health and vitality.*To counter these adversities, both parties use a lifeforce generated in a neglected swimming pool by a team of four aliens, led by Walter (Brian Dennehy), sent back to Earth to retrieve their stranded and cocooned comrades. The pool restores the abandoned aliens to full health, a requirement for their interstellar journey home, but it also acts as a “fountain of youth” for a trio of elderly men—Art (Don Ameche), Ben (Wilford Brimley), and Joe (Hume Cronyn)—who surreptitiously swim there; for example, the alien lifeforce miraculously throws Joe’s leukemia into 1 remission. -
Boston Symphony Orchestra Concert Programs, Season 45,1925-1926
SYMPHONY HALL, BOSTON HUNTINGTON AND MASSACHUSETTS AVENUES Branch Exchange Telephones, Ticket and Administration Offices, Back Bay 1492 INC. SERGE KOUSSEVITZKY, Conductor FORTY-FIFTH SEASON, 1925-1926 WITH HISTORICAL AND DESCRIPTIVE NOTES BY PHILIP HALE COPYRIGHT, 1925, BY BOSTON SYMPHONY ORCHESTRA, INC. THE OFFICERS AND TRUSTEES OF THE BOSTON SYMPHONY ORCHESTRA, Inc. FREDERICK P. CABOT President GALEN L. STONE Vice-President ERNEST B. DANE Treasurer FREDERICK P. CABOT ARTHUR LYMAN ERNEST B. DANE HENRY B. SAWYER M. A. DE WOLFE HOWE GALEN L. STONE JOHN ELLERTON LODGE BENTLEY W. WARREN FREDERICK E. LOWELL E. SOHIER WELCH W. H. BRENNAN, Manager G. E. JUDD, Assistant Manager 841 fllotf II 153:38 After more than half a century on Fourteenth Street, Steinway Hall is now located at 109 West 57th Street. The new Steinway Hall is one of the handsomest buildings in New York on a street noted for finely designed business structures. As a center of music, it will extend the Steinway tradition to the new generations of music lovers. THE INSTRUMENT OF THE IMMORTALS 842 Forty-fifth Season, 1925-1926 SERGE KOUSSEVITZKY, Conductor Violins. Burgin, R. Hoffmann, J. Gerardi, A. Hamilton, V. Gundersen, R Concert-master Kreinin, B. Eisler, D. Sauvlet, H. Kassman, N. Theodorowicz, J. Cherkassky, P. Pinneld, C. Mayer, P. Siegl, F. Risman, J. Fedorovsky, P. Leveen, P. Mariotti, V. Thillois, F. Gorodetzky, L. Kurth, R. Riedlinger, H. Murray, J. Fiedler, B. Bryant, M. Knudsen, C. Stonestreet, L. Tapley, R. Del Sordo, R. Messina, S. Diamond, S. Erkelens, H. Seiniger, S. Zung, M. Violas. Lefranc, J. Fourei, G. Van Wynbergen, C. -
The Modernist Kaleidoscope: Schoenberg's Reception History in England, America, Germany and Austria 1908-1924 by Sarah Elain
The Modernist Kaleidoscope: Schoenberg’s Reception History in England, America, Germany and Austria 1908-1924 by Sarah Elaine Neill Department of Music Duke University Date:_______________________ Approved: ___________________________ R. Larry Todd, Supervisor ___________________________ Severine Neff ___________________________ Philip Rupprecht ___________________________ John Supko ___________________________ Jacqueline Waeber Dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Department of Music in the Graduate School of Duke University 2014 ABSTRACT The Modernist Kaleidoscope: Schoenberg’s Reception History in England, America, Germany and Austria 1908-1924 by Sarah Elaine Neill Department of Music Duke University Date:_______________________ Approved: ___________________________ R. Larry Todd, Supervisor ___________________________ Severine Neff ___________________________ Philip Rupprecht ___________________________ John Supko ___________________________ Jacqueline Waeber An abstract of a dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Department of Music in the Graduate School of Duke University 2014 Copyright by Sarah Elaine Neill 2014 Abstract Much of our understanding of Schoenberg and his music today is colored by early responses to his so-called free-atonal work from the first part of the twentieth century, especially in his birthplace, Vienna. This early, crucial reception history has been incredibly significant and subversive; the details of the personal and political motivations behind deeply negative or manically positive responses to Schoenberg’s music have not been preserved with the same fidelity as the scandalous reactions themselves. We know that Schoenberg was feared, despised, lauded, and imitated early in his career, but much of the explanation as to why has been forgotten or overlooked. -
Tonal Functions and Active Synthesis: Hugo Riemann, German Psychology, and Kantian Epistemology Author(S): Trevor Pearce Source: Intégral, Vol
Tonal Functions and Active Synthesis: Hugo Riemann, German Psychology, and Kantian Epistemology Author(s): Trevor Pearce Source: Intégral, Vol. 22 (2008), pp. 81-116 Published by: Intégral Stable URL: http://www.jstor.org/stable/20696499 Accessed: 16-06-2016 18:53 UTC Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use, available at http://about.jstor.org/terms 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]. Intégral is collaborating with JSTOR to digitize, preserve and extend access to Intégral This content downloaded from 152.15.112.58 on Thu, 16 Jun 2016 18:53:12 UTC All use subject to http://about.jstor.org/terms !"#$%&'(#)*+"#,&$#-&.)*+/0&12#*30,+,4&5(6"&7+08$##9& :0;8$#&<,2)3"%"629&$#-&=$#*+$#&>?+,*08"%"62& & !;0/";&<0$;)0& One could in fact set the whole first part of the Transcendental Doctrine of Elements of the Critique of Pure Reason to music Carl Stumpf, Tone Psychology (13, viii) @#*;"-()*+"#& Music theorists often analyFe a piece of music without reflectinG on the philosophical basis of their theoretical approach: This lack of refleJivity creates epistemic blind spots, which can conceal important methodoloGical assumptions: The most common way to promote epistemoloGical reflection is to analyFe eJistinG -
Le Opere Europee 1800-1899 Michele Girardi (In Fieri, 20 Gennaio 2019)
Le opere europee 1800-1899 Michele Girardi (in fieri, 20 gennaio 2019) 1800 (2) Paris Les deux journées 16.I Nicholas Bouilly Luigi Cherubini Théâtre Feydeau melodramma, 3 Paris Le calife de Bagdad Charles Guillaume 16.IX Adrien Boïeldieu OC opera, 1 Etienne 1801 (1) Wien Die Geschöpfe des Prometheus Ludvig van 28.III Salvatore Viganò Hofburgtheater ballo eroico 2p Beethoven 1802 (2) Venezia Le metamorfosi di Pasquale, o 16.I T. San Moisé sia Tutto è illusione nel mondo Giuseppe Foppa Gaspare Spontini farsa giocosa per musica, 1 Venezia Werter e Carlotta Giulio Domenico primavera Vincenzo Pucitta T. San Moisé opera, 1 Camagna 1803 (1) 4.X Paris Anacréon, ou L’amour fugitif R. Mendouze Luigi Cherubini O opéra-ballet 1804 (3) Joseph Marie Paris La petite maison Armand Michel 12.V Gaspare Spontini OC (Feydeau) opéra-comique, 3 Dieulafoy e N. Gersin Dneprovskaja rušalka (L’ondina St Petersburg 17 Ferdinand Kauer Catterino Cavos Bol’šoj Kamenny T. del Dnepr) opera magico-buffa, 3 Victor-Joseph Étienne de Jouy e Paris Milton 12.XI Joseph Marie Gaspare Spontini OC (Favart) fait historique, 1 Armand Michel Dieulafo 1805 (2) Paris Julie, ou Le pot de fleurs 12.III Antoine Gabriel Jars Gaspare Spontini OC (Favart) comédie en prose, mêlée de chants, 1 Wien Fidelio Joseph von Ludvig van 20. I X Theater an der Wien opera, 3 (I vers.) Sonnleithner Beethoven 1806 (2) Paris Les deux aveugles de Tolède 28.I Benoît Marsollier Joseph Méhul OC opera, 1 Joseph von 29 Wien Fidelio Theater an der Wien opera, 3 (IIa vers.) Sonnleithner 2 1807 (3) Mosca Илья-Богатырь (Il’ja il prode) 12.I Ivan Krïlov Catterino Cavos Bol’šoj grande opera magico-buffa, 4 Paris Joseph 17.II Alexandre Duval Joseph Méhul OC drame en prose mêlé de chants, 3 Paris La Vestale 15.XII V. -
The Death and Resurrection of Function
THE DEATH AND RESURRECTION OF FUNCTION A Dissertation Presented in Partial Fulfillment of the Requirements for the Degree Doctor of Philosophy in the Graduate School of The Ohio State University By John Gabriel Miller, B.A., M.C.M., M.A. ***** The Ohio State University 2008 Doctoral Examination Committee: Approved by Dr. Gregory Proctor, Advisor Dr. Graeme Boone ________________________ Dr. Lora Gingerich Dobos Advisor Graduate Program in Music Copyright by John Gabriel Miller 2008 ABSTRACT Function is one of those words that everyone understands, yet everyone understands a little differently. Although the impact and pervasiveness of function in tonal theory today is undeniable, a single, unambiguous definition of the term has yet to be agreed upon. So many theorists—Daniel Harrison, Joel Lester, Eytan Agmon, Charles Smith, William Caplin, and Gregory Proctor, to name a few—have so many different nuanced understandings of function that it is nearly impossible for conversations on the subject to be completely understood by all parties. This is because function comprises at least four distinct aspects, which, when all called by the same name, function , create ambiguity, confusion, and contradiction. Part I of the dissertation first illuminates this ambiguity in the term function by giving a historical basis for four different aspects of function, three of which are traced to Riemann, and one of which is traced all the way back to Rameau. A solution to the problem of ambiguity is then proposed: the elimination of the term function . In place of function , four new terms—behavior , kinship , province , and quality —are invoked, each uniquely corresponding to one of the four aspects of function identified.