Definitions for "NYQUIST THEOREM"
The law that is the basis for sampling continuous information. It states that the frequency of data sampling should be at least twice the maximum frequency at which the information might vary. This theorem should be observed in order to preserve patterns in the information or data, without introducing artificial, lower frequency patterns.
If we sample a signal more than two times it's maximum frequency component, the signal may be fully recovered.
A sampling theory law that states that to create an accurate digital representation of a sampled waveform you must sample the waveform, at least twice as fast as the highest frequency component contained in the waveform. Note that this is a minimum condition. In most applications, it is preferable to sample at a minimum of 3 to 4 times the highest expected frequency component.