bibgeofrac.bib

@article{jaffre1,
  author = {Jaffr\'e, J. and Mnejja, M. and Roberts, J. E.},
  title = {A discrete fracture model for two-phase flow with 
matrix-fracture interaction},
  journal = {Procedia Computer Science},
  year = {2011},
  volume = {4},
  pages = {967-973}
}

@techreport{roberts1,
  author = {Frih, N. and Martin, V. and Roberts, J. E. and Sa\^ada, A.},
  title = {Modeling fractures as interfaces with nonmatching grids},
  institution = {INRIA},
  year = {2011},
  number = {7517},
  note = {submitted}
}

@inproceedings{poir11b,
  author = {Poirriez, B. and Erhel, J.},
  title = {Flow computations in 3D Discrete Fracture Networks using a Domain
    Decomposition Method},
  booktitle = {Proceedings of the 4th International Conference on Approximation
    Methods and Numerical Modelling in Environment and Natural Resources
    (MAMERN'11)},
  year = {2011},
  editor = {B. Amaziane and D. Barrera and H. Mraoui and M.L. Rodriguez and D.
    Sbibih},
  pages = {603-606},
  publisher = {EUG},
  note = {invited in a mini-symposium},
  abstract = {This paper aims at solving efficiently the linear system arising from flow computations in {D}iscrete {F}racture {N}etworks (DFN). We define a partition of fractures into connected sets and apply a Schur domain decompo- sition method. Conjugate Gradient is preconditioned by Neumann-Neumann and deflation. Preliminary results with one network show the ability of our method to reduce both the number of iterations and the computational time.},
  x-international-audience = {yes},
  x-invited-conference = {yes},
  x-proceedings = {yes}
}