4 ms·
Indeed. If the problem with convolution is that the rectangular pulse gives a stronger signal than the ramped pulses (which match the convolution kernel), then
by meatmanek 4y ago
Indeed. If the problem with convolution is that the rectangular pulse gives a stronger signal than the ramped pulses (which match the convolution kernel), then please show how sharpened cosine distance would behave differently in this problem case.
- nomel 4y agoI can't understand why they used completely different input signals as a comparison. Is convolving using some sort of smooth derivative of each useful? Or, is that too sensitive to noise?