Multifractal Sierpinski carpets: Theory and application to upscaling effective saturated hydraulic conductivity
Abstract
No abstract availableKeywords
This publication has 29 references indexed in Scilit:
- Modeling the Primary Drainage Curve of Prefractal Porous MediaVadose Zone Journal, 2005
- Stochastic fractal‐based models of heterogeneity in subsurface hydrology: Origins, applications, limitations, and future research questionsReviews of Geophysics, 2004
- Nonlinear spectral analysis of flow through multifractal porous mediaChaos, Solitons & Fractals, 2004
- Multifractal anisotropic scaling of the hydraulic conductivityWater Resources Research, 2003
- Flow through porous media with multifractal hydraulic conductivityWater Resources Research, 2003
- Flow and transport in hierarchically fractured rockJournal of Hydrology, 2002
- Scaling properties of saturated hydraulic conductivity in soilGeoderma, 1999
- Multifractal analyses of hydraulic conductivity distributionsWater Resources Research, 1997
- Multifractal decompositions of Moran fractalsAdvances in Mathematics, 1992
- Maximum likelihood estimation for generalized power series distributions and its application to a truncated binomial distributionBiometrika, 1962