Resumen de An estimation method of fractal dimension of self-avoiding roughened interfaces
L. Damian Adame, D. Samayoa Ochoa, A. Kryvko, A. Rodríguez Castellanos
Two kinds of methods (graphical and statistical) commonly used for the estimation of fractal dimension of self-avoiding interfaces were investigated. It was determined that the current methods of both kinds have significant errors for this type of profiles. In the present work a novel efficient method for the estimation of fractal dimension of self-avoiding curves embedded in the space R^(2) based on the Box-count and Hall-Wood estimators is developed. Some physical implications are discussed.
