Thomas, you are the master of understatement.Thomas An. wrote:...Not sure how this speed corrolates to dielectric noise, or situations involving interior architectural scenes. Seperate tests might be needed for those conditions.

Thomas, you are the master of understatement.Thomas An. wrote:...Not sure how this speed corrolates to dielectric noise, or situations involving interior architectural scenes. Seperate tests might be needed for those conditions.
I think you have to be a scientist to understand it.markps wrote:Thomas, or you are a genius or you have a very eccentric mathematical way to talkthose charts are insane. Many scientist are not capable of putting out as much empirical detail of things as you did.
In a nutshell - based upon Thomas' detailed analysis of this scene - V1 is 4 times faster than Beta when achieving the same quality in the noisiest parts of the images.jackb602 wrote:Sorry, can someone tell me in one sentence which one is actually faster?
michaelplogue wrote:In a nutshell - based upon Thomas' detailed analysis of this scene - V1 is 4 times faster than Beta when achieving the same quality in the noisiest parts of the images.jackb602 wrote:Sorry, can someone tell me in one sentence which one is actually faster?
If the same amount of information were reached the noise would look identical.markps wrote:Well, does it mean that the perceivable noise is reduced 4 times faster or that the same amount of "information" on the noisy areas is reached 4 times faster?
Mihai wrote:If the same amount of information were reached the noise would look identical.markps wrote:Well, does it mean that the perceivable noise is reduced 4 times faster or that the same amount of "information" on the noisy areas is reached 4 times faster?
Mihai, That's doesn't seem to be true by Thomas' own sample pictures. Even with the image with it's raised entropy the amount of noise is not what makes the image look worse. What makes the noise looks less perceivable is the diminished variation of tones between nearby pixels. So, even though you might have a raised entropy you could be perceiving less noise and the quality of the image could be better.Thomas An. wrote:
Solid color results in highest compression (total image size 700bytes)
Same image, but with random noise added. The randomness factor renders the compression algorithm less effective forcing it to store more data (in this case 41 times more with a total image size of 28828 bytes).
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