Publicaciones
PEDOFRACT: Fractales y Aplicaciones en Ciencias del Suelo y Medioambientales
- F. San Jose Martinez, Y.A. Pachepsky, W.J. Rawls (2010). Modelling solute transport in soil columns using advective–dispersive equations with fractional spatial derivatives. Advances in Engineering Software 41 4–8.
- F. San José Martínez, M.A. Martína, F.J. Caniego, M. Tuller, A. Guber, Y. Pachepsky, C. García-Gutiérrez (2010). Multifractal analysis of discretized X-ray CT images for the characterization of soil macropore structures. Geoderma 156:32–42.
- F. San José Martínez, Y. A. Pachepsky, and W. J. Rawls (2009). Advective–Dispersive Equation with Space al Fractional Derivatives Evaluated with Tracer Transport Data. Vadose Zone J. 8:242–249.
- F. San José Martínez, J. Caniego, A. Guber, Y. Pachepsky, M. Reyes (2009). Multifractal modeling of soil microtopography with multiple transects data. Ecological Complexity 6:240–245.
- Martín M. A., García-Gutiérrez C. and Reyes M. (2009). Modeling multifractal teatures of soil particle size distributions with Kolmogorov fragmentation algorithms. Vadose Zone Journal, 7 (1), 202-208.
- Martín M. A., Guber A., E. Perfect., Pachepsky Y. (2009). Fractal modelling and scaling in natural systems. Ecological Complexity 6, 219-220.
- Kravchencko A. N., Martín M. A.,Smucker A. J. M. y Rivers M. L. (2009). Limitations in determining multifractal spectra from pore-solid soil aggregates images. Vadose Zone Journal, 7 (1), 220-226.
- García-Gutiérrez C., Martín M. A. y Rey J. M. (2009). On the fractal modelling of biomas distributions: an application to size class in fishering. Ecological Complexity 6, 246-253.
- J.J. Ibáñez, R. Pérez-Gómez, F. San José Martínez (2009). The spatial distribution of soils across Europe: A fractal approach. Ecological Complexity 6:294–301.
- M.A. Martín and C. García-Gutiérrez (2008). Log-selfsimilarity of continuous soil particle size distributions estimated using random selfsimilar cascades. Clays & Clay Minerals, 56. No 3, 389-395.
- García-Gutiérrez C., Martín M. A. (2008). Testing log-selfsimilarity of soil particle size distributions from minimum inputs. Pure and Applied Geophysics. 165,1117-1129
- Martín M. A. and Reyes M. (2008). A fractal interaction model for winding paths through complex distributions: application to soil drainage networks. Pure and Applied Geophysics. 165, 1153-1165.
- F. San Jose Martinez, Y. A. Pachepsky, W. J. Rawls (2007). Fractional Advective-dispersive equation as a model of solute transport in porous media. En J. Sabatier, O.P. Agrawal y J.A. Tenreiro (Editores), Advances in Fractional Calculus. Theoretical developments and applications in physics and engineering. Springer. ISBN 978-1-4020-6041-0.
- F.J. Caniego, J.J. Ibáñez, F. San José Martínez (2007). Rényi dimensions and pedodiversity indices of the earth pedotaxa distribution. Nonlinear Processes in Geophysics, 14:547-555.
- F. San José Martínez, F.J. Caniego, C. García-Gutiérrez, R. Espejo (2007). Representative elementary area and multifractal features of soil porosity. Nonlinear Processes in Geophysics, 14:503-511.
- M.A. Martín. (2006). “Mathematical modelling of leaching by irregular wetting fronts in chemically heterogeneous porous media”. Geoderma Vol. 134, pp 267-273.
- F. San José Martínez, Y.A. Pachepsky, W.J. Rawls (2006). Modelling Solute Transport in Soil Columns Using Advective-Dispersive Equations with Fractional Spatial Derivatives. In: Proceedings of the Fifth International Conference on Engineering Computational Technology, B.H.V. Topping, G. Montero and R. Montenegro (Editors), paper 18.
- J.M. Rey, M.A. Martín, E. Montero (2006). Interscale Behavior of Balanced Entropy for Soil Texture. Geoderma, 134: 415-427.
- M.A. Martín. (2006). Mathematical Modelling of Leaching by Irregular Wetting Fronts in Chemically Heterogeneous Porous Media. Geoderma, 134: 267-273.
- F.J. Caniego, J.J. Ibáñez, F. San José (2006). Selfsimilarity of pedotaxa distributions at the planetary scale: a multifractal approach. Geoderma, 134: 306-317.
- Y. Pachesky, E. Perfect, M.A. Martín (2006). Fractal Geometry Applied to Soil and Related Hierarchical Systems. Geoderma, 134: 237-239.
- F. San José Martinez, Y. Pachepsky, W. Rawls (2005). Solute transport simulated with the fractional advective-dispersive equation. In: Agrawal O, Tenreiro Machado JA, Sabatier J. "Fractional derivatives and their applications". IDECT/CIE2005. ISBN: 0-7918-3766-1.
- I. Menéndez, F.J. Caniego, J.F. Gallardo, K. Olechko (2005). Fractal scaling of soil porosity and medium-coarse pore discrimination. Ecological Modelling, 182: 323-335.
- M.A. Martín, Y. Pachepsky, E. Perfect (2005). Scaling, fractals and diversity in soils and ecohydrology. Ecologial Modelling, 182: 217-220.
- M.A. Martín, Y. Pachepsky, J-M. Rey, F.J. Taguas, W. Rawls (2005). Balanced entropy index for soil water retention estimation. Soil Science, 170 [10]: 759-766.
- M.A. Martín, J-M. Rey, F.J. Taguas (2005). An entropy based heterogeneity index for size mass-distributions in Earth science. Ecological Modelling, 182): 221-228.
- J.J. Ibáñez, F.J. Caniego, F. San José, C. Carrera (2005). Pedodiversity-area relationships for islands". Ecological Modelling, 182: 257-269.
- J.J. Ibáñez, F.J. Caniego, A. García Álvarez (2005). Nested subset analysis and taxa-range size distributions of pedological assemblages. Implications in biodiversity studies. Ecological Modelling, 182: 239-256.
- F.J. Caniego, R. Espejo, M.A. Martín, F. San José (2005). Multifractal Scaling of soil Spatial variability. Ecological Modelling, 182: 291-303.
- E. Montero, M.A. Martín (2003). Hölder spectrum of dry grain volumen-size distributions in soil. Geoderma, 112: 197-204.
- R. Espejo, F. Peregrina, J. Santano, F. San José, M.A. Martín (2003). Relación entre el índice de encostramiento de FAO-PNUMA y el porcentaje de agregados estables (KEMPER-ROSENAU) en suelos de la Comunidad de Madrid. Actas del I Simposio sobre Control de la Erosión y Degradación del Suelo, 513-518. R. Bienes y M.J. Marqués (Editores).
- F.J. Caniego, M.A. Martín, F. San José (2003). Renyi dimensions of soil pore-size distributions. Geoderma, 112: 205-216.
- M.A. Martín, E. Montero (2002). Laser diffraction and multifractal analysis for the characterization of soil dry volumen-size distributions. Soil & Tillage Research, 64: 113-123.
- M.A. Martín, J.M. Rey, F.J. Taguas (2001). An entropy-based parametrization of soil textures via fractal modelling of particleze soil distribution. Proceeding of the Royal Society of London A Math., 457: 937-947.
- F.J. Caniego, M.A. Martín, F. San José (2001). Singularity features of pore-size soil distribution: singularity strength analysis and entropy spectrum. Fractals, 9: 305- 316.
- M.A. Martín, J-M. Rey (2000). On the role of Shannon´s entropy as a measure of heterogeneity. Geoderma, 98: 1-3.
- F.J. Taguas, M.A. Martín, E. Perfect (1999). Simulation and testing of selfsimilar structure in soil using iterated function systems. Geoderma, 88: 191-203.
- M.A. Martín, F.J. Taguas (1998). Fractal modelling, characterization and simulation of particle-size distribution in soil. Proceeding of the Royal Society of London A Ma th., 454: 1457-1468.
- M.A. Martín, M. Morán, M. Reyes (1995), Iniciación al caos. Ed Síntesis.
- M. de Guzmán, M.A. Martín, M. Morán, M. Reyes (1993), Estructuras Fractales y Aplicaciones. Ed. Labor.