Since the seminal work of David Lewin [1], the field of music theory has seen huge developments with regards to transformational models and their use for musical analysis. In particular, the famous L, R and P operations acting on major and minor triads have been the basic building blocks for neo
The expression P3,0 refers to one class of parsimonious voice-leading transformations between sevent...
© 2017 Yvonne TeoThis thesis explores the possibility of synthesising some aspects of Schenkerian an...
The abstract focuses on graphical representations of musical elements related to pitches, chords, an...
This paper considers groups of musical contextual transformations, the most famous of which is the g...
The field of musical transformational theory, initiated by the work of David Lewin [1], relies on th...
Transformational music theory mainly deals with group and group actions on sets, which are usually c...
This thesis presents a generalizations of the neo-Riemannian PLR-group, that acts on the set of 24 m...
One goal of music theory is to describe the resources of a pitch system. Traditionally, the study of...
This article outlines the use of neo-Riemannian operations (NROs) for the analysis of certain pop-ro...
Recent developments in music theory have offered new ways of analyzing and interpreting music that u...
Abstract. Neo-Riemannian theory developed as the mathematical analysis of musical trends dating as f...
International audienceTransformational music theory, pioneered by the work of Lewin, shifts the musi...
Recent developments in music theory have offered new ways of analyzing and interpreting music that u...
The fundamentals of contextual transformation are explained, beginning with the idea of a repeated i...
The sequence of pitches which form a musical melody can be transposed or inverted. Since the 1970s, ...
The expression P3,0 refers to one class of parsimonious voice-leading transformations between sevent...
© 2017 Yvonne TeoThis thesis explores the possibility of synthesising some aspects of Schenkerian an...
The abstract focuses on graphical representations of musical elements related to pitches, chords, an...
This paper considers groups of musical contextual transformations, the most famous of which is the g...
The field of musical transformational theory, initiated by the work of David Lewin [1], relies on th...
Transformational music theory mainly deals with group and group actions on sets, which are usually c...
This thesis presents a generalizations of the neo-Riemannian PLR-group, that acts on the set of 24 m...
One goal of music theory is to describe the resources of a pitch system. Traditionally, the study of...
This article outlines the use of neo-Riemannian operations (NROs) for the analysis of certain pop-ro...
Recent developments in music theory have offered new ways of analyzing and interpreting music that u...
Abstract. Neo-Riemannian theory developed as the mathematical analysis of musical trends dating as f...
International audienceTransformational music theory, pioneered by the work of Lewin, shifts the musi...
Recent developments in music theory have offered new ways of analyzing and interpreting music that u...
The fundamentals of contextual transformation are explained, beginning with the idea of a repeated i...
The sequence of pitches which form a musical melody can be transposed or inverted. Since the 1970s, ...
The expression P3,0 refers to one class of parsimonious voice-leading transformations between sevent...
© 2017 Yvonne TeoThis thesis explores the possibility of synthesising some aspects of Schenkerian an...
The abstract focuses on graphical representations of musical elements related to pitches, chords, an...