New Insights into the Fractional Order Diffusion Equation Using Entropy and Kurtosis

Abstract

Fractional order derivative operators offer a concise description to model multi-scale, heterogeneous and non-local systems. Specifically, in magnetic resonance imaging, there has been recent work to apply fractional order derivatives to model the non-Gaussian diffusion signal, which is ubiquitous in the movement of water protons within biological tissue… (More)
DOI: 10.3390/e16115838

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Cite this paper

@inproceedings{Ingo2014NewII, title={New Insights into the Fractional Order Diffusion Equation Using Entropy and Kurtosis}, author={Carson Ingo and Richard L. Magin and Todd B. Parrish}, booktitle={Entropy}, year={2014} }