4 ms·
This wouldn't work well because in the frequency domain representation, different "pixels" have very different importance for the overall appearance of the imag
by mjlm 5y ago
This wouldn't work well because in the frequency domain representation, different "pixels" have very different importance for the overall appearance of the image: The pixels at the center of the frequency domain representation represent low frequencies, so compressing them will drastically alter the appearance of the image. On the other hand, the corners/edges of the frequency domain representation represent high frequencies, i.e. image details that can be removed without causing the image to change much. That's the crucial benefit of the Fourier transform for compression: it decomposes the image into important bits (low frequencies) and relatively less portant bits (high frequencies). Applying compression that doesn't take that structure into account won't work well.
- Lorin 5y agoI'm into the glitch art scene and this makes me wonder what happens if you crop/erase patterns of the frequency domain representation and put it back together...
- diedyesterday 5y agoMinor note. If the original data is a time-signal like in electrical engineering (amplitude vs. time function), then the "frequency domain pixels" (its transform) are different frequencies (points in frequency domain: how many repetitions in a second, etc.) and the time-signal's transform function becomes an amplitude vs. frequency graph. But if the original data is an image (matrix or grid of pixels in space), then the "frequency domain pixels" are different wave-numbers (aka spatial frequencies: how many repetitions in a meter, etc.) and the Fourier transform (of the pixel grid) is a amplitude vs. wave-number function.