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References

1. Proc. R. Soc. v.A243 Elastic Deformation and the Laws of Friction Archard, J. F.
2. Probamat-21st Centry : Probabilities and Materials Lacunarity of the Contact Domain Between Elastic Bodies With Rough Boundaries Borri-Brunetto, M.;Carpinteri, A.;Chiaia, B.;Frantziskonis, G.(ed.)
3. Proc. Roy. Soc. v.A456 Linear Elastic Contact of the Weierstrass Profile Ciavarella, M.;Demelio, G.;Barber, J. R.;Jang, Y. H.
4. Proc. Roy. Soc. v.393 A Unified Theory of Surface Roughness Greenwood, J. A.
5. Proc. Roy. Soc. v.A295 The Contact of nominally Flat Surfaces Greenwood, J. A.;Williamson, J. B. P.
6. ASME J. Tribology v.119 A Fractal Analysis of Stiction in Microelectromechanical Systems Komvopoulos, K.;Yan, W.
7. J.Phys.III v.4 Caraterisation Fractale de la Rugosit＼'{e} Tridimensionelle d'une Surface Lopez, J.;Hansali, G.;Le Bosse, J. C.;Mathia, T.
8. ASME J. Tribology v.112 Role of Fractal Geometry in Roughness Characterization and Contact Mechanics of Surfaces Maj umdar, A.;Bhushan, B.
9. ASME J. Tribology v.113 Fractal Model of Elastic-Plastic Contact Between Rough Surfaces Majumder, A;Bhushan, B.
10. Handbook of Micro/Nano Tribology Characterization and Modeling of Surface Roughness and Contact Mechanics Majumdar, A.;Bhushan, B.
11. The Fractal Geometry of Nature Mandelbrot, B.B.
12. ASME J.Lubrication Technology v.93 Random Process Model of Rough Surfaces Nayak, P.R.
13. Fractal Surfaces Russ, J.C.
14. Phil. Trans. R. Soc. Lond. v.A290 Discrete Properties of Random Surfaces Whitehouse, D.J.;Phillips, M.J.
15. Phil. Trans. R. Soc. Lond. v.A305 Two-Dimensional Discrete Properties of Random Surface Whitehouse, D.J.;Phillips, M.J.