07:5107:51, 23 March 2024diffhist+463
N
Draft:Multiresolution histogram
←Created page with 'A multi-resolution histogram of an image is a sequence of
histograms of the image pixel intensities at successively lower
spatial resolutions. Each histogram has the same number of bins (one for each possible pixel intensity value) and the same bin count sum (since each image has the same dimensions, but low spatial resolution). multi-resolution histograms are a useful extension to histograms in image, and image texture recognition.'Tag: Visual edit
21:1621:16, 23 December 2023diffhist−14
Well-founded relation
I've looked at multiple other sources for a definition of "well-founded relation" none of them suggest it is limited to classes, and intuitively there doesn't seem to be any reason it should be specialized to only classes..Tag: Visual edit
00:0700:07, 21 December 2023diffhist−124
Gottlob Frege
Removed sentence as it is A. fallacious (Russell's Paradox didn't undermine all of logicism any more than it undermined all of mathematics). B. far too random and specific to be included in the intro.Tag: Visual edit
07:5107:51, 23 March 2024diffhist+463
N
Draft:Multiresolution histogram
←Created page with 'A multi-resolution histogram of an image is a sequence of
histograms of the image pixel intensities at successively lower
spatial resolutions. Each histogram has the same number of bins (one for each possible pixel intensity value) and the same bin count sum (since each image has the same dimensions, but low spatial resolution). multi-resolution histograms are a useful extension to histograms in image, and image texture recognition.'Tag: Visual edit
21:1621:16, 23 December 2023diffhist−14
Well-founded relation
I've looked at multiple other sources for a definition of "well-founded relation" none of them suggest it is limited to classes, and intuitively there doesn't seem to be any reason it should be specialized to only classes..Tag: Visual edit
00:0700:07, 21 December 2023diffhist−124
Gottlob Frege
Removed sentence as it is A. fallacious (Russell's Paradox didn't undermine all of logicism any more than it undermined all of mathematics). B. far too random and specific to be included in the intro.Tag: Visual edit