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  1. Morales, Fernando A. The asymptotic analysis of a a Darcy-Stokes coupled system through a curved interface. Revista Integración, temas de matemáticas, Vol. 37 No 2, pp 261-297, 2019.
  2. Morales, Fernando A.  A Conforming Primal-Dual Mixed Formulation for the 2D Multiscale Porous Media Flow Problem. Computational and Applied Mathematics (2019) 38:49 
  3. Morales, Fernando A.; Aristizábal, Luis C. A Discussion on the Transmission Conditions for Saturated Fluid Flow Through Porous Media With Fractal Microstructure. Fractals: Complex Geometry, Patterns, and Scaling in Nature and Societe. 27 (03), 1950033, pp 1 -17, 2019
  4. Morales, Fernando A. and Ramirez Jorge M. Tangential fluid flow within 3D narrow fissures: conservative velocity fields on associated triangulations and transport processes. Mathematical Methods in the Applied Sciences. 2017; 1-16.
  5. Morales, Fernando A. and Showalter Ralph E.  A Darcy-Brinkman Model of Fractures in Porous Media. J. Math. Anal. Appl. 452 (2017) 1332–1358.
  6. Morales, Fernando A.; Sebastián Naranjo Álvarez. The Interaction Between PDE and Graphs in Multiscale Modeling. Opuscula Mathematica 37, no. 2 (2017), pp 327-345 .
  7. Morales, Fernando A.; Restrepo Daniel E. Homogenization of Diffusion Processes on Scale-Free Networks. Electron. J. Differential Equations, Vol. 2016 (2016), No. 282, pp 1-24.
  8. Morales, Fernando A. Notes on the nonlinear dependence of a multiscale coupled system with respect to the interface. Opuscula Mathematica 35, no. 4 (2015) pp 517-546.  
  9. Morales, Fernando A.; Osorio, Mauricio A. On the generation of bipartite grids on 2 and 3 dimensional regions, Applicable Analysis and Discrete Mathematics Vol 8 (2014), 173-199. DOI: 10.2298/AADM140812014M. 
  10. Morales, Fernando A. Homogenization of geological fissured systems with curved non-periodic cracks. Electronic Journal of Differential Equations, Vol. 2014 (2014), No 189, pp 1- 21.
  11. Morales, Fernando A. The Formal Asymptotic Expansion of a Darcy-Stokes Coupled System, Revista Facultad de Ciencias. Vol 2 No 2, pp 9-24. December 2013.
  12. Morales, Fernando A., Analysis of a coupled Darcy multiple scale flow model under geometric perturbations of the interface, Journal of Research in Mathematics, Vol 5 No 4, pp. 11-25  December 2013. DOI: 10.5539/jmrv.v5n4p11. 
  13. Morales, Fernando A.; Showalter, Ralph E. Interface approximation of Darcy flow in a narrow channel, Mathematical Methods in the Applied Sciences 35 (2012), 182-195. 
  14. Morales, Fernando A.; Showalter, Ralph E. The Narrow Fracture Approximation by Channeled Flow, Journal of Mathematical Analysis and Applications 365 (2010), pp. 320-331. 

Escuela de Matematicas