2015
DOI: 10.1515/revneuro-2015-0011
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The utility of fractal analysis in clinical neuroscience

Abstract: AbstractPhysicians and scientists can use fractal analysis as a tool to objectively quantify complex patterns found in neuroscience and neurology. Fractal analysis has the potential to allow physicians to make predictions about clinical outcomes, categorize pathological states, and eventually generate diagnoses. In this review, we categorize and analyze the applications of fractal theory in neuroscience found in the literature. We discuss how fractals are applied and what evide… Show more

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Cited by 11 publications
(9 citation statements)
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References 45 publications
(47 reference statements)
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“…Fractal analysis is a sophisticated mathematical tool that allows quantitative assessment of the complexity of an object or phenomenon. The use of FD to describe biological structures and physiological processes has been proposed, and has shown promising results, in many medical fields: among others, it has various applications in neurology,[ 19 ] oncology[ 20 ] and CV sciences. [ 8 ] This study shows the applicability of fractal analysis also in the study of carotid plaques and, in particular, of their profile on long axis view images.…”
Section: Discussionmentioning
confidence: 99%
“…Fractal analysis is a sophisticated mathematical tool that allows quantitative assessment of the complexity of an object or phenomenon. The use of FD to describe biological structures and physiological processes has been proposed, and has shown promising results, in many medical fields: among others, it has various applications in neurology,[ 19 ] oncology[ 20 ] and CV sciences. [ 8 ] This study shows the applicability of fractal analysis also in the study of carotid plaques and, in particular, of their profile on long axis view images.…”
Section: Discussionmentioning
confidence: 99%
“…Fractal concepts are used to describe irregular natural structures such as blood vessels (Weibel, 2005) and rivers (Nikora and Sapozhnikov, 1993). These structures appear self-similar under various degrees of scale, exhibit scaling properties, and possess non-integer (fractional) dimensions (Di Ieva et al, 2014; John et al, 2015). For instance, the human circulatory system is composed of a complex network of branching blood vessels in which vessels of smaller caliber represent a repetition of larger blood vessels on a smaller scale (Weibel, 2005).…”
Section: Relevant Aspects On Systems Biologymentioning
confidence: 99%
“…Fractal analysis has become a popular kind of pattern analysis that has been successfully used to investigate phenomena relevant to neuroscience (John et al, 2015). This kind of analysis is well suited to assess complex patterns across a range of different temporal and spatial scales of observation, i.e., their multiscale structure.…”
Section: Fractal Analysis and Fractal/multiscale Measuresmentioning
confidence: 99%