Composer reveals musical chords' hidden geometry

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In summary, making graphical representations of musical ideas is a well-known concept, with examples such as the five-line musical staff and the circle of fifths. These representations help illustrate the relationships between musical notes and can be used to understand musical structure. Advanced geometry has been used to further explore this concept and potentially discover new chords, taking into account micro tones and other factors. Additionally, there has been research into using familiar shapes, such as circles, to create melodies and map them back to sound.
  • #1
icho100
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Making graphical representations of musical ideas is not itself a new idea. Even most non musicians are familiar with the five-line musical staff, on which the notes that appear physically higher represent sounds that have higher pitch. Other common representations include the circle of fifths, which illustrates the relationships between the 12 notes in the chromatic scale as though they were the 12 hours on a clock's face.

http://pawst.com/post/588785-advanced-geometry-used-to-understand-musical-structure"
 
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  • #2
Fascinating. How could this be used to find new chords? Presumably it would have to incorporate micro tones, because when you only have twelve notes in an octave all the possibilities have already been tried so there are no new chords to discover in that system.

Have they tried using familiar shapes like circles or whatever to see how they sound as melodies when remapped back to sound?
 
  • #3
http://research.yale.edu/ysm/article.jsp?articleID=76
 
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Related to Composer reveals musical chords' hidden geometry

1. What is "Composer reveals musical chords' hidden geometry" about?

"Composer reveals musical chords' hidden geometry" is a scientific study that explores the hidden geometric patterns and relationships found in musical chords. It aims to uncover the mathematical and visual aspects of music and how they contribute to our understanding of music theory.

2. Why is this study important?

This study is important because it sheds light on the underlying structures of music and how they relate to each other. It helps us to better understand the mathematical and scientific principles behind music, and how these principles can be applied in composing and analyzing music.

3. How did the composer reveal the hidden geometry of musical chords?

The composer used a combination of mathematical analysis and visualization techniques to uncover the hidden geometry of musical chords. This involved examining the frequencies and ratios of different notes in a chord and plotting them in a geometric space.

4. What are some of the key findings of this study?

Some of the key findings of this study include the relationship between musical intervals and geometric shapes, the presence of fractal patterns in chords, and the connection between music and the golden ratio. These findings provide new insights into the structure and complexity of music.

5. How can this study impact the field of music?

This study has the potential to impact the field of music in several ways. It can enhance our understanding of music theory and composition, inspire new musical techniques and styles, and even aid in the development of new technologies for creating and analyzing music. It also highlights the interdisciplinary nature of music and its connections to other fields such as mathematics and science.

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