
How Music and Mathematics Relate
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Narrated by:
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David Kung
Great minds have long sought to understand the relationship between music and mathematics. Both involve patterns, structures, and relationships. Both generate ideas of great beauty and elegance. Music is a fertile testing ground for mathematical principles, while mathematics explains the sounds instruments make and how composers put those sounds together.
Understanding the connections between music and mathematics helps you appreciate both, even if you have no special ability in either field - from knowing the mathematics behind tuning an instrument to understanding the features that define your favorite pieces. By exploring the mathematics of music, you also learn why non-Western music sounds so different, gain insight into the technology of modern sound reproduction, and start to hear the world around you in exciting new ways.
PLEASE NOTE: When you purchase this title, the accompanying PDF will be available in your Audible Library along with the audio.
©2013 The Great Courses (P)2013 The Teaching Company, LLCListeners also enjoyed...




















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so beautiful
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Outstanding job of relating Music & Math. A+
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Amazing teacher
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Professor Kung states at the beginning that a large part of the course will be devoted to understanding the mathematical formulas that can be used to described various aspects of music, especially the use of sines, cosines, and various sophisticated mathematical formulas. These are very hard to follow in the audio, although they can be seen in the course book. I really wasn't much interested in the math, but that's my own choice. Others might really enjoy it.
All that being said, I still give the course a 3. Kung has lots of interesting and understandable information and I am glad I waded through it. If I had a better knowledge of math and had seen it on video, I am sure it would have rated a 5.
You would do better with the video version
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I will say, the course does work as an audiobook, but only if you have experience with Fourier transforms, i.e. the decomposition of a time-series into frequency components. I've since watched the video series, and although it is lovely, is really not required given the above caveat. My first experience via Audible was great. So too with the video "revival". Bravo!
A Bravura Course, First Time Though and on Revival
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Loved it . Thanks David.
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Need to pay close attention
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David Kung is a genius and i am definitely not intelligent enough to understand half of the examples he uses.
I maybe got 10%-15% of what the take home points were. With the visuals i may have gotten up to 40%.
Painful to listen to due to severe confusion.
NEEDS TO BE VIDEO VERSION !!!
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Sound engineering suffers, good content
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Very interesting
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