For functions
And two functions are orthogonal on
Example:
. since
is odd and the interval is symmetric about 0 . Thus and are orthogonal on .
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- Fourier series - where each term is orthogonal to all other terms
Created: Oct 11, 2024Last Modified: Oct 11, 2024
For functions
And two functions are orthogonal on
Example:
. since
is odd and the interval is symmetric about 0 . Thus and are orthogonal on .