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The application of fractal analysis in biomedical imaging and time series has shown considerable promise for measuring processes as varied as heart and respiratory rates, neuronal cell characterization, and vascular development. Owing to these properties, fractal geometry can be used to efficiently estimate the geometrical complexity, and the irregularity of shapes and patterns observed in lung tumour growth (over space or time), whereas the use of traditional Euclidean geometry in such calculations is more challenging. Fractals are mathematical constructs that show self-similarity over a range of scales and non-integer (fractal) dimensions. AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |