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References

[1] I.S.Aranson,L.S.Tsimring,andD.Volfson,Partiallyfluidizedsheargranular
flows: Continuum theory and molecular dynamics simulations, PHYSICAL
REVIEW 68, 021301, 2003
[2] L.C. Evans, Partial Differential Equations and Monge–Kantorovich Mass
Transfer, in: Current Developments in Mathematics 1997, ed. by S.T. Yau 6
[3] L.C. Evans, M. Feldman and R. Gariepy, Fast/slow Diffusion and collapsing
Sandpiles, J. Differential Equations 137, pp. 166–209, 1997
[4] G. Sauermann, Modeling of Wind Blown Sand and Desert Dunes,Ph.D.
Thesis, Universität Stuttgart, Institut für Computeranwendungen, Logos
Verlag Berlin, 2001
[5] G. Toscani, Hydrodynamics from the dissipative Boltzmann equation,in
Mathematical models of granular matter, Lecture Notes in Mathematics,
Springer, G. Capriz, P. Giovine and P.M. Mariano Edts, (in press) (2006) 7
8
[6] C. Villani, Mathematics of Granular Materials, to appear in J. Stat. Phys. ,
2006

6 can be downloaded from www.math.berkeley.edu/∼evans
7 can be downloaded from http://www-dimat.unipv.it/toscani/
8
can be downloaded from
http://www.umpa.ens-lyon.fr/ cvillani/Cedrif/B06.Granular.pdf