Amazon.com: Books: Fractals in Music: Introductory Mathematics for Musical Analysis (Inmusic (Salt Lake City, Utah), No. 1.)
From: Roger Bagula (rlbagulatftn_at_yahoo.com)
Date: 03/10/05
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Date: Thu, 10 Mar 2005 22:43:57 GMT
Fractals in Music: Introductory Mathematics for Musical Analysis
(Inmusic (Salt Lake City, Utah), No. 1.)
by Charles Madden "Musicians of the past were much more involved with
mathematics than they are today..." (more)
Editorial Reviews
From the Publisher
Fractals in Music is an interesting crossover between disciplines. It
shows how the mathematics of chaos theory and fractal geometry can be
applied to understanding music in ways that may be more applicable to
the technological age than current musical analysis is.
Advertised as "music theory for the new millennium," it discusses
Fibonacci numbers, statistics, and Fourier analysis, as well as
randomicity, correlation, and inner/outer form.
Although focusing primarily on classical music, the concepts are equally
applicable to popular music or jazz.
Many non-musicians may find Fractals in Music interesting because of its
tie to the well-known fractal images that have been popular for the past
several years.
About the Author
A science buff since his teen years, Charles Madden was a physics major
until music took over his life. As a starving artist, he frequently had
to get work to "support his career." Thus he gained experience in fields
as varied as electronics and spreadsheets.
Trained at the universities of Brigham Young, Illinois, and Utah, he
taught there, and was a composer and pianist for fifteen years.
For the past several years, he has studied the mathematics of chaos
theory and fractal geometry, the result of which is this collection of
applications to formal musical analysis.
Roger L. Bagula email: rlbagula@sbcglobal.net or
rlbagulatftn@yahoo.com
11759 Waterhill Road,
Lakeside, Ca. 92040 telephone: 619-561-0814}
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