top | item 46184846 (no title) shash | 2 months ago It’s usually easier to explain the dft. and easier to do a periodic function than a totally arbitrary sequence. discuss order hn newest krackers|2 months ago I've actually found the opposite, it's easier to conceptually understand the continuous FT, then analyze the DTFT, DFT, and Fourier Series as special cases of applying a {periodic summation, discrete sampling} operator before the FT.
krackers|2 months ago I've actually found the opposite, it's easier to conceptually understand the continuous FT, then analyze the DTFT, DFT, and Fourier Series as special cases of applying a {periodic summation, discrete sampling} operator before the FT.
krackers|2 months ago