Gaussian pulse shaping filter follows Nyquist criterion.

Related MCQs

• Gaussian pulse shaping filter reduces the spectral occupancy and ISI.
• A nyquist pulse is the one which can be represented by            shaped pulse multiplied by another time function.
• A pulse shaping filter should satisfy two requirements. They are
• From digital filter we will get the output pulse as the                of the current and the previous pulse.
• The minimum nyquist bandwidth for the rectangular spectrum in raised cosine filter is
• Raised cosine filter does not satisfy Nyquist criteria.
• Why is pulse shaping technique used?
• Gaussian filter has zero crossings at adjacent symbol peaks.
• Which of the following is true for a Gaussian filter?
• In which waveform logic 1 is represented by half bit wide pulse and logic 0 is represented by absence of pulse?