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Performing Arts, Music
Italian
Extreme Chord Substitutions: a Qualitative Introduction to CAT (Cataldo Advanced Transformations)
Carmine Cataldo
Independent Researcher, PhD in Mechanical Engineering, MD in Disciplines of Jazz and Improvisation (Jazz Piano)
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Abstract
In this article we briefly introduce an original method, the purpose of which fundamentally lies in providing musicians with a reliable instrument that may effectively assist them in carrying out the chord progressions analisys. The method is primarily based upon the application, carried out by following a specific order, of a set of transformations, named CAT (Cataldo advanced Transformations), by means of which any harmonic progression may be converted into a mere sequence of plagal and perfect cadences. The above-mentioned transformations, nothing but particularized inverse chord substitutions, arise from the analisis of a considerable number of traditional jazz compositions, carried out by accurately examining the so-called LEGO Bricks. It is worth underlining how the description of CAT herein provided is to be considered as being merely qualitative, since the formal definition of the transformations would require the usage of an extremely rigorous notation, elsewhere exploited in order to introduce the so-called Music Algebra.
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Article Information
Title
Extreme Chord Substitutions: a Qualitative Introduction to CAT (Cataldo Advanced Transformations)
Type
Article
Published in
Journal
3. May 2018
DOI Identifier
10.17160/josha.5.4.424
Language
Italian
Journal
Vol 5 Issue 4
Categories
Performing Arts, Music
Authors
Carmine Cataldo1
Affiliations
1
Independent Researcher, PhD in Mechanical Engineering, MD in Disciplines of Jazz and Improvisation (Jazz Piano)
This article is open access and distributed under the terms of the Creative Commons Attribution 4.0 International License.
Cite this work
Carmine Cataldo (2018). "Extreme Chord Substitutions: a Qualitative Introduction to CAT (Cataldo Advanced Transformations)". JOSHA Journal. DOI: 10.17160/josha.5.4.424.