Music Theory for Engineers/Scientists

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The discussion centers on finding intermediate to advanced musical theory resources that approach the subject from a mathematical or physics perspective. The original poster, with a background in playing various instruments and some basic theory knowledge, seeks recommendations that align with their interest in Fourier transforms. Several resources are suggested, including "On the Sensations of Tone" by Hermann Helmholtz and "Genesis of a Music" by Harry Partch. Other notable mentions include "The Science of Musical Sound" by Pierce and "Musical Applications of Microprocessors" by Chamberlin. Additionally, the MIT OpenCourseWare HST725 is recommended for further exploration of related materials. The conversation emphasizes the desire for books that bridge music theory with mathematical concepts.
thegreenlaser
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Basically, I'm looking for learning resources (preferably books) that are kind of like the title of the thread. I'd like to find a book that teaches intermediate-advanced musical theory from a more mathematical and/or physics perspective than normal music theory books. I've played various instruments since grade 4, so I know some basic theory, but I'd like to learn more, and my course on Fourier transforms has got me wondering if this could be accomplished through a more mathematical approach. Does anyone know of any good resources like this?
 
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Those are great resources, thanks, I'll definitely check them out. Unfortunately, as you said, they're not quite what I'm looking for.
 
On the Sensations of Tone - Hermann Helmholtz
Genesis of a Music - Harry Partch
 
You might want to look at HST725 from MIT open courseware. Check the recommended books in the library. Hope this helps.
 

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