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Homogenization and applications to material sciences. Proceedings of the international conference, Nice, France, June 6–10, 1995. (English) Zbl 0873.00028
GAKUTO International Series. Mathematical Sciences and Applications. 9. Tokyo: Gakkotosho. viii, 439 p. (1995).

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The articles of this volume will be reviewed individually.
Indexed articles:
Ambrosio, L.; Braides, A., Energies in SBV and variational models in fracture mechanics, 1-22 [Zbl 0904.73045]
Beliaev, A. Yu., The homogenization of compressible flows in a random porous domain, 31-43 [Zbl 0898.76092]
Bendsøe, Martin P.; Hammer, V. B.; Lipton, R.; Pedersen, P., Minimum compliance design of laminated plates, 45-56 [Zbl 0897.73041]
Boccardo, L.; Dall’Aglio, A.; Orsina, L., A corrector result for the \(G\)-convergence of Dirichlet problems in \(L^1\), 57-66 [Zbl 0900.35130]
Bucur, D.; Zolesio, J., Shape analysis of eigenvalues on manifolds, 67-79 [Zbl 0896.58064]
Casado Diaz, J.; Garroni, A., A non homogeneous extra term for the limit of Dirichlet problems in perforated domains, 81-94 [Zbl 0900.35131]
Chechkin, G. A., Vibration of fluids in a Vessel with a net on the surface, 95-111 [Zbl 0892.35124]
Chenais, D.; Mascarenhas, M. L.; Trabucho, L., Optimization of quasi-periodical perforated structures, 113-122 [Zbl 0895.73047]
Cioranescu, D.; Donato, P., On a Robin problem in perforated domains, 123-135 [Zbl 0900.35040]
Donato, P.; El Hajji, M., An application of the \(H^0\)-convergence to some nonhomogeneous Neumann problems, 137-156 [Zbl 0900.35037]
Drakhlin, M. E.; Stepanov, E., Direct methods of the calculus of variations for functionals with nonlocal transformations of argument, 157-169 [Zbl 0901.49011]
Dvořák, J.; Haslinger, J., Shape optimization and homogenization based approach in material optimization, 171-180 [Zbl 0895.73048]
Feireisl, E., Finite energy solitary waves for semilinear damped wave equations, 181-189 [Zbl 0899.76088]
Gnélécoumbaga, S.; Panasenko, G., Non-stationary contact problems between a perforated medium and a highly conductive homogeneous one, 191-202 [Zbl 0898.73013]
Goncharenko, M., The asymptotic behaviour of the third boundary-value problem solutions in domains with fine-grained boundaries, 203-213 [Zbl 0892.35018]
Goncharenko, M.; Khruslov, E. Ya., Homogenization of electrostatic problems in domains with nets, 215-223 [Zbl 0900.35039]
Kauffmann, R.; Saint Jean Paulin, Jeannine, Elasticity of a perforated plate with very different elasticity coefficients, 225-239 [Zbl 0895.73002]
Kleptsyna, M.; Piatnitski, A., Homogenization of random parabolic operators, 241-255 [Zbl 0892.35019]
Krasniansky, M., Vector homogenized model for microinhomgeneous finite-difference equation, 257-270 [Zbl 0890.65098]
Lions, J.-L.; Sanchez-Palencia, E., On some spaces in the shell theory and on sensitivity, 271-278 [Zbl 0895.73042]
Mascarenhas, M. L., \(\Gamma\)-convergence and non local effect: A non-linear case, 279-290 [Zbl 0892.35020]
Mosco, U., Metric properties of degenerate and fractals media, 291-308 [Zbl 0894.28002]
Nabil, A., A corrector result for the wave equations in performated domains, 309-321 [Zbl 0912.35018]
Oleinik, O. A.; Shaposhnikova, T. A., On spectral problems in partially perforated domains, 323-339 [Zbl 0900.35253]
Pankratov, L., Homogenization of nonlinear Neumann elliptic and parabolic problems, 341-353 [Zbl 0892.35021]
Piatnitski, A., Homogenization of singularly perturbed operators, 355-361 [Zbl 0892.35015]
Sanchez-Palencia, E., Approximation of boundary value problems in unbounded domains, 363-381 [Zbl 0900.35021]
Sandrakov, G. V., Homogenization of the nonstationary Stokes equations in a perforated domain, 383-392 [Zbl 0898.76018]
Tartar, L., Remarks on the homogenization method in optimal design methods, 393-412 [Zbl 0894.49002]
Tchou, N. A., Homogenization for the Heisenberg operator, 413-420 [Zbl 0907.35012]
Zhikov, V. V., Connectedness and homogenization. Examples of the fractal conductivity, 421-430 [Zbl 0900.35038]
00B25 Proceedings of conferences of miscellaneous specific interest
74-06 Proceedings, conferences, collections, etc. pertaining to mechanics of deformable solids