A program for fractal and multifractal analysis of two-dimensional binary images: Computer algorithms versus mathematical theory

Geoderma

Volumn 134, Issue 3-4, 2006, Pages 284-294

  Perrier, Edith ^a,b   Tarquis, Ana M ^c   Dathe, Annette ^d  

^a INSTITUT DE RECHERCHE POUR LE DÉVELOPPEMENT   (France)

^b UNIVERSITY OF CAPE TOWN   (South Africa)

^c Electrotechnical Section   (Spain)

^d Department of Biological and Environmental Engineering   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

BINARY CODES; COMPUTER SOFTWARE; IMAGE PROCESSING; PARAMETER ESTIMATION; REGRESSION ANALYSIS; STATISTICAL METHODS;

(MONO)FRACTAL DIMENSION; MATHEMATICAL THEORY; MULTIFRACTAL ANALYSIS; TWO-DIMENSIONAL BINARY IMAGES;

FRACTALS;

ALGORITHM; FRACTAL ANALYSIS; IMAGE; MATHEMATICAL THEORY; STATISTICAL CONCEPT;

EID: 33746675053     PISSN: 00167061     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.geoderma.2006.03.023     Document Type: Article

References (4)

1. Dathe A., and Thullner M. The relationship between fractal properties of solid matrix and pore space in porous media. Geoderma 129 (2005) 279-290
2. Dathe A., Perrier E., and Tarquis A. Multifractal analysis of two-dimensional soil porous structure on natural images. Geoderma 134 (2006) 318-326 10.1016/j.geoderma.2006.03.024
3. Stanley H., and Meakin P. Multifractal phenomena in physics and chemistry. Nature 335 (1988) 405-409
4. Perrier E., Bird N., and Rieu M. Generalizing the fractal model of soil structure: the pore-solid fractal approach. Geoderma 88 (1999) 137-164