(New page: I'm a fan of the Fourier theorem, which states that a continuous periodic function f(x) can be represented as the sum of a sine and cosine terms. It's very useful for analyzing signals, es...)
 
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I'm a fan of the Fourier theorem, which states that a continuous periodic function f(x) can be represented as the sum of a sine and cosine terms. It's very useful for analyzing signals, especially sound.  In fact, Jason Brown from Dalhousie University used a Fourier transform to figure out the notes to the opening chord to The Beatle's 'A Hard Day's Night'!
 
I'm a fan of the Fourier theorem, which states that a continuous periodic function f(x) can be represented as the sum of a sine and cosine terms. It's very useful for analyzing signals, especially sound.  In fact, Jason Brown from Dalhousie University used a Fourier transform to figure out the notes to the opening chord to The Beatle's 'A Hard Day's Night'!

Revision as of 15:43, 27 January 2009


I'm a fan of the Fourier theorem, which states that a continuous periodic function f(x) can be represented as the sum of a sine and cosine terms. It's very useful for analyzing signals, especially sound. In fact, Jason Brown from Dalhousie University used a Fourier transform to figure out the notes to the opening chord to The Beatle's 'A Hard Day's Night'!

Alumni Liaison

Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett