1996
DOI: 10.1117/12.234731
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<title>Approximate Karhunen-Loeve transform for image processing</title>

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Cited by 5 publications
(3 citation statements)
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“…Nu +ve and Nu all denote the binary images representing the segmented nuclei in D DAB and D Htx images, respectively. Because of limited contrast of the D Htx image, we perform contrast‐stretching using a nonlinear intensity transformation derived from Karhunen–Loùve Transform on the D Htx image (Eq. ).…”
Section: Methodsmentioning
confidence: 99%
“…Nu +ve and Nu all denote the binary images representing the segmented nuclei in D DAB and D Htx images, respectively. Because of limited contrast of the D Htx image, we perform contrast‐stretching using a nonlinear intensity transformation derived from Karhunen–Loùve Transform on the D Htx image (Eq. ).…”
Section: Methodsmentioning
confidence: 99%
“…Such ciiterion may be an entropy or any other cost function. Let H({F}) be, the chosen criterion thnction Then if KL transform (1 will give the global maximum to H, we will say that the best approximation to the KL transform from a libraiy 'is the transform U which satisfy the equation: H(UF)=max, Ue (5) It was shown by Wickerhauser4' 12 that efficient search algorithm can be utilized to minimize entropy over all bases that fall from the tree. It finished the wavelet approximate KL basis construction.…”
Section: Fast Wavelet Algorithm For Approximate Kl Transformmentioning
confidence: 99%
“…Usually q 4-10. Then we construct POB for every Y. g = {s R' k = O,Ni,} (s ,s) = 8kj (9) Note that {s) mapped into R" constitute complete orthogonal basis for . Then each J" can be represented as v,: = , or V = .C .…”
Section: Algorithm Of True Kl Basis Construction With Low Memory Requmentioning
confidence: 99%