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Fonte and Monte in the Symphonies of Joseph Haydn

Fonte and Monte in the Symphonies of Joseph Haydn
Fonte and Monte in the Symphonies of Joseph Haydn
Fonte and Monte were prominent harmonic-contrapuntal schemata frequently encountered in galant and classical compositions. This thesis examines the application and manipulation of these schemata in the symphonies of Joseph Haydn. It considers the historical roots of Fonte and Monte in the partimenti and solfeggi from the Italian pedagogical tradition of the eighteenth century, before proceeding to discuss how these schemata were interpreted and presented in the treatises of the German theorists, Joseph Riepel and Heinrich Christoph Koch. A close examination of schema theory in artificial intelligence and cognitive psychology leads to the construction of an analytical framework for the classification and description of the two galant schemata. This framework is then applied to an empirical study of Haydn’s symphonies, revealing many interesting and significant results. Formal statistical testing is employed to identify salient trends in stylistic change across selected sub-groups of the symphonies. The thesis includes concise musical analyses of several musical passages from these works, and concludes with two extended case studies of Symphonies No.56 and No.104. These analyses reveal schematic manipulation of remarkable skill and sophistication, while also confirming the qualities of wit, humour and irony for which the composer is renowned. The study establishes that Haydn’s employment of Fonte and Monte is far more extensive than previously realised, and moreover his inventive manipulations of them offer important insights into his strategies and methods of communication with his contemporary listeners.
University of Southampton
Jayasuriya, David
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Jayasuriya, David
f3116efd-19eb-4944-a943-c51febf996ef
Mirka, Danuta
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Irvine, Thomas
aab08974-17f8-4614-86be-e94e7b9cfe76

Jayasuriya, David (2016) Fonte and Monte in the Symphonies of Joseph Haydn. University of Southampton, Doctoral Thesis, 365pp.

Record type: Thesis (Doctoral)

Abstract

Fonte and Monte were prominent harmonic-contrapuntal schemata frequently encountered in galant and classical compositions. This thesis examines the application and manipulation of these schemata in the symphonies of Joseph Haydn. It considers the historical roots of Fonte and Monte in the partimenti and solfeggi from the Italian pedagogical tradition of the eighteenth century, before proceeding to discuss how these schemata were interpreted and presented in the treatises of the German theorists, Joseph Riepel and Heinrich Christoph Koch. A close examination of schema theory in artificial intelligence and cognitive psychology leads to the construction of an analytical framework for the classification and description of the two galant schemata. This framework is then applied to an empirical study of Haydn’s symphonies, revealing many interesting and significant results. Formal statistical testing is employed to identify salient trends in stylistic change across selected sub-groups of the symphonies. The thesis includes concise musical analyses of several musical passages from these works, and concludes with two extended case studies of Symphonies No.56 and No.104. These analyses reveal schematic manipulation of remarkable skill and sophistication, while also confirming the qualities of wit, humour and irony for which the composer is renowned. The study establishes that Haydn’s employment of Fonte and Monte is far more extensive than previously realised, and moreover his inventive manipulations of them offer important insights into his strategies and methods of communication with his contemporary listeners.

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Fonte and Monte in the Symphonies of Joseph Haydn - Version of Record
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Published date: September 2016

Identifiers

Local EPrints ID: 413462
URI: http://eprints.soton.ac.uk/id/eprint/413462
PURE UUID: fb9872ca-e632-46e6-880a-0657329b2a36

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Date deposited: 24 Aug 2017 16:30
Last modified: 15 Mar 2024 15:37

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Contributors

Author: David Jayasuriya
Thesis advisor: Danuta Mirka
Thesis advisor: Thomas Irvine

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