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Definition of "sampling theorem" |
In the field of digital signal processing, the sampling theorem is a fundamental bridge between continuous signals and discrete signals. Strictly speaking, it only applies to a class of mathematical functions whose Fourier transforms are zero outside of a finite region of frequencies. / The Bell 212A modulation scheme defined a standard method of transmitting full-duplex asynchronous serial data at 1.2 kbit/s over analogue transmission lines. The equivalent, but incompatible ITU-T standard is V.22. / See Shannon’s sampling theorem. |
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