2006 IEEE Southwest Symposium on Image Analysis and Interpretation
DOI: 10.1109/ssiai.2006.1633718
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Automatic Design of Locally Adaptive Filters for Pre-processing of Images Subject to Further Interpretation

Abstract: Locally adaptive filters are widely used in image processing applications. However, their design commonly requires sufficient efforts and does not take into consideration some important aspects of further processing (interpreting and/or classification) of images. This paper puts forward a novel approach to automatic design of locally adaptive filters subject to further interpretation, namely, detection and localization of small size objects. Design is based on learning with clustering for a test image corrupte… Show more

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Cited by 3 publications
(3 citation statements)
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“…The map in Figure 8d shows that distortions introduced because of filtering are large for sharp edge and detail neighborhoods (shown as white in the binary map in Figure 8d). This conclusion once more stresses the known drawback of the DCT-based filter to introduce distortions in places of sharp transitions in images [25,62]. It means that if visual quality of filtered images is of prime importance, the attention in filter design should be paid to the preservation of edges and fine details in the first order.…”
Section: Filter Efficiency Analysis For the Tid2008 Color Images Awgmentioning
confidence: 71%
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“…The map in Figure 8d shows that distortions introduced because of filtering are large for sharp edge and detail neighborhoods (shown as white in the binary map in Figure 8d). This conclusion once more stresses the known drawback of the DCT-based filter to introduce distortions in places of sharp transitions in images [25,62]. It means that if visual quality of filtered images is of prime importance, the attention in filter design should be paid to the preservation of edges and fine details in the first order.…”
Section: Filter Efficiency Analysis For the Tid2008 Color Images Awgmentioning
confidence: 71%
“…We have also calculated R kSp for data arrays r k (n) (Figure 4b) and PSNR k (n) at filter outputs, n = 1,...25 for noise variance equal to 25. The values R kSp fall to the same range.…”
Section: Filter Efficiency Analysis For the Tid2008 Color Images Awgmentioning
confidence: 95%
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