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How Sonata Forms: A Bottom-Up Approach to Musical Form: Oxford Studies in Music Theory

Autor Yoel Greenberg
en Limba Engleză Hardback – 16 aug 2022
Traditional approaches to musical form have always adopted a top-down perspective whereby a work's form organizes and unifies the individual parts of the work through an overarching logic. How Sonata Forms turns this view on its head, proposing instead that it was the parts that conditioned and enabled the whole. Relying on a corpus of over a thousand works, author Yoel Greenberg illustrates how the elements of sonata form arose independently of one another, with an overarching idea of form only emerging at the tail end of its formative period during the eighteenth century. Appreciation of the bottom-up nature of sonata form's evolution reveals it not as a stable package of features that all serve a common aesthetic or formal goal, but rather as an unstable collection of disparate and sometimes even contradictory common practices. The resolution of these contradictions presents a challenge to composers, rendering form a creative catalyst in itself, rather than as a compositional convenience. More generally, the deeply diachronic perspective of How Sonata Forms offers an alternative to the traditional synchronic outlook that pervades music theory in general and the study of form in particular. Rather than focus on definitions and taxonomies, How Sonata Forms proposes a focus on the motion of the system of form as a whole, suggesting that it is often more productive to appreciate the dynamics of a system than it is to rigorously define its parts.
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Specificații

ISBN-13: 9780197526286
ISBN-10: 0197526284
Pagini: 264
Ilustrații: 46 music examples, 50 figures
Dimensiuni: 124 x 152 x 10 mm
Greutate: 0.52 kg
Editura: Oxford University Press
Colecția OUP USA
Seria Oxford Studies in Music Theory

Locul publicării:New York, United States

Recenzii

Greenberg's inspirational book opens a window upon the genesis of sonata form and offers a tool with which to trace its further evolution. His bottom-up approach has the potential to redraw the map of this process sketched by earlier scholarship.
With this resourceful and entertaining book, Yoel Greenberg offers a brilliantly innovative approach to the evolution of musical form. Every page of How Sonata Forms is ablaze with a rare quality of mind, both highly learned and right down to earth.
Using corpus studies, statistical analyses, and an innovative evolutionary approach (with nods to Darwin and Dawkins), Greenberg's brilliant study offers entirely original—and thoroughly convincing—perspectives on the transformation of 18th-century musical forms.
An invitation to reflect on the many ways in which hierarchical/top-down paradigms have unconsciously shaped our thought-and a model for how we might flip the script in pursuit of fresh ideas and insights.
I can't remember a book about music in which I read so many sentences that I wished I had written myself... A model for future studies of sonata form's origins.
How Sonata Forms offers a wealth of methodologies, vocabularies, examples and interdisciplinary insights for scholars grappling with the limitations of sonata-form theories.
How Sonata Forms offer a robust picture of sonata-form composition in the mid-eighteenth century, introducing the reader to a great deal of new repertoire from complementary perspectives.

Notă biografică

Yoel Greenberg is a music theorist, musicologist and violist, currently serving as head of the department of music at Bar-Ilan University and violist with the Carmel Quartet. He holds a first degree in mathematics and computer science, and an MA and PhD in musicology from the Hebrew University, Jerusalem. His research concerns the rise of sonata form using corpus-based methods to inform analysis of individual works. He has also published articles about music and the arts in the early twentieth century, and Jewish music. Greenberg is dedicated to public musical education and presents, together with the Carmel Quartet, the critically acclaimed series of concert-lectures, Strings and More.