> Is blurring good for compression? I don't know what that means.
Consider lossless RLE compression schemes. In this case, would data with low or high variance compress better?
Now consider RLE against sets of DCT coefficients. See where this is going?
In general, having lower variance in your data results in better compression.
> Our vision is sensitive to high-frequency stuff
Which is exactly why we pick up HF noise so well! Post-processing houses are very often presented with the challenge of choosing just the right filter chain to maximize fidelity under size constraint(s).
> low-pass filtering is by definition the indiscriminate removal of high-frequency information
It's trivial to perform edge detection and build a mask to retain the most visually-meaningful high frequency data.
Consider lossless RLE compression schemes. In this case, would data with low or high variance compress better?
Now consider RLE against sets of DCT coefficients. See where this is going?
In general, having lower variance in your data results in better compression.
> Our vision is sensitive to high-frequency stuff
Which is exactly why we pick up HF noise so well! Post-processing houses are very often presented with the challenge of choosing just the right filter chain to maximize fidelity under size constraint(s).
> low-pass filtering is by definition the indiscriminate removal of high-frequency information
It's trivial to perform edge detection and build a mask to retain the most visually-meaningful high frequency data.