- #1
Damidami
- 94
- 0
Hello,
Something I have some time wondering and still couldn't find the answer is to this question: if there is some relation between the Spectrum (functional analysis) and the Frequency spectrum in Fourier Analysis.
Now that I think about it there seems to be a casuality the use of the same word spectrum, without any relation of one concept to the other, but when I asked my linear algebra teacher if there was some relation between (eigenvectors/eigenvalues) and the Fourier transform she told me yes, without any more info as to what was that relation.
Any ideas? Pure coincidence? Heavily related? Hints?
Thanks!
Something I have some time wondering and still couldn't find the answer is to this question: if there is some relation between the Spectrum (functional analysis) and the Frequency spectrum in Fourier Analysis.
Now that I think about it there seems to be a casuality the use of the same word spectrum, without any relation of one concept to the other, but when I asked my linear algebra teacher if there was some relation between (eigenvectors/eigenvalues) and the Fourier transform she told me yes, without any more info as to what was that relation.
Any ideas? Pure coincidence? Heavily related? Hints?
Thanks!