Theoretical generalization of normal and sick coronary arteries with fractal dimensions and the arterial intrinsic mathematical harmony

Rodríguez, Javier; Prieto, Signed; Correa, Catalina; A. Bernal, Pedro; Puerta, Germán; Vitery, Sarith; Soracipa, Yolanda; Muñoz, Diana

doi:10.1186/1756-6649-10-1

Public

Theoretical generalization of normal and sick coronary arteries with fractal dimensions and the arterial intrinsic mathematical harmony

Published in BMC Medical Physics • Sep 17, 2010

Authors:

Javier Rodríguez

Signed Prieto

Catalina Correa

Abstract

BACKGROUND: Fractal geometry is employ to characterize the irregular objects and had been used in experimental and clinic applications. Starting from a previous work, here we made a theoretical research based on a geometric generalization of the experimental results, to develop a theoretical general...

Subject

Fractal

Generalization

Mathematics

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