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A Schema-Theoretic Approach To Hierarchy In Eighteenth-Century Tonality, Simon K. S. Prosser

Dissertations, Theses, and Capstone Projects

Prevalent modern-day theories of tonal hierarchy for eighteenth-century music, especially those influenced by the ideas of Heinrich Schenker, have been called into question by schema theorists such as Robert Gjerdingen and Vasili Byros, who argue from both cognitive and historical evidence that eighteenth-century tonal cognition was sequential or “windowed” rather than hierarchical. This dissertation seeks to recuperate the concept of tonal hierarchy in eighteenth-century music, drawing on research that reconstructs the implicit tonal theories of the partimento and thoroughbass traditions, as well as concepts of hierarchy from schema theory itself, to formulate a historically and cognitively grounded theory of tonal …

Encounters: System For Creative Improvisation, Drake R. Andersen

Dissertations, Theses, and Capstone Projects

Encounters is an indeterminate musical composition or, more precisely, a flexible system for creative improvisation. Performers improvise and interact with one another through four possible games whose instructions are laid out in the performance materials. This version of Encounters includes parts for flute, clarinet in B-flat, violin, viola, cello, double bass, percussion and piano, reflecting the performing forces of the premiere. However, the instrumentation is open, and any of the parts can be adapted to other instruments contingent upon the range and transposition of the particular instrument. The duration is indeterminate.

Snapshots, Cynthia L. Wong

Dissertations, Theses, and Capstone Projects

For all instruments:

Linger slightly on the first note of a glissando in order to make the pitch distinguishable.

For the piano / celesta:

The piano / celesta is set up in an L-shape so that the celesta is in the front and the piano is to the left of the player. The right side of the piano keyboard can touch the left side of the celesta at or around the celesta's Ab below middle C (the lowest celesta note written in this piece). The L.H. invariably plays the piano, though the R.H. switches between the piano and celesta.

Duration: …

The Fourth Movement Of György Ligeti's Piano Concerto: Investigating The Musical-Mathematical Connection, Cynthia L. Wong

Dissertations, Theses, and Capstone Projects

This interdisciplinary study explores musical-mathematical analogies in the fourth movement of Ligeti’s Piano Concerto. Its aim is to connect musical analysis with the piece’s mathematical inspiration. For this purpose, the dissertation is divided into two sections. Part I (Chapters 1-2) provides musical and mathematical context, including an explanation of ideas related to Ligeti’s mathematical inspiration. Part II (Chapters 3-5) delves into an analysis of the rhythm, form, melody / motive, and harmony. Appendix A is a reduced score of the entire movement, labeled according to my analysis.