2007
DOI: 10.1109/iembs.2007.4353837
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Fractal analysis of the retinal vascular network in fundus images

Abstract: Complexity of the retinal vascular network is quantified through the measurement of fractal dimension. A computerized approach enhances and segments the retinal vasculature in digital fundus images with an accuracy of 94% in comparison to the gold standard of manual tracing. Fractal analysis was performed on skeletonized versions of the network in 40 images from a study of stroke. Mean fractal dimension was found to be 1.398 (with standard deviation 0.024) from 20 images of the hypertensives sub-group and 1.40… Show more

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Cited by 54 publications
(56 citation statements)
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“…Fractal analysis has been used in many branches of medicine to characterize the geometric complexity of blood vessels, including those in the eyes (9,12,14). The geometric complexity of the retinal vasculature can be quantified through calculation of fractal dimension from digital retinal images.…”
mentioning
confidence: 99%
“…Fractal analysis has been used in many branches of medicine to characterize the geometric complexity of blood vessels, including those in the eyes (9,12,14). The geometric complexity of the retinal vasculature can be quantified through calculation of fractal dimension from digital retinal images.…”
mentioning
confidence: 99%
“…Examples of artefacts erroneously included in the line tracing are choroid vessels, pigment abnormalities and photograph halos. The retinal vascular fractal dimension was calculated from the refined line tracing by the box-counting method of the program, an established method for structures that are not perfectly self-similar, such as the retinal vasculature [19][20][21]. Figure 1 shows examples of retinal colour images and the corresponding refined line tracing for two of the participants in this study.…”
Section: Methodsmentioning
confidence: 99%
“…The advantage of FFD is that it computes the fractal dimension of gray scale images, and eliminates the need for image segmentation [31]. It has also been found to be relatively insensitive to noise and it is believed to work effectively with data having low signal-to-noise ratio [31,32]. We adapted the similar FFD approach proposed by Azemin M. and et al [30].…”
Section: ) Fractal Analysismentioning
confidence: 99%
“…The parameters related such as slope and intercept are generated based on this approach. Finally we applied the multifractal spectra since it can describe the evolution of the probability distribution of fractal structures [28,[31][32][33]. Instead of using simple fractals (or monofractals), multifractals are characterized by a hierarchy of exponents, rather than a single fractal dimension.…”
Section: ) Fractal Analysismentioning
confidence: 99%