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A new kind of singular stiff problems and applications to thin elastic shells
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Adaptive mesh computation of a shell-like problem with singular layers
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C. De Souza, D. Leguillon and E. Sanchez Palencia, Adaptive mesh computation of a shell-like problem with singular layers, Intern. J. Multiscale Comput. Engin, 1 (2003), 401-417.
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Sensitivity phenomena for certain thin elastic shells with edges
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P. Gérard and E. Sanchez Palencia, Sensitivity phenomena for certain thin elastic shells with edges, Math. Methods Appl. Sci. 23 (2000), 379-399.
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Matching of asymptotic expansions of solutions of boundary value problems
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Propagation of singularities and structure of layers in shells. Hyperbolic case
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P. Karamian, J. Sanchez Hubert and E. Sanchez Palencia, Propagation of singularities and structure of layers in shells. Hyperbolic case, Comput. and Structures 80 (2002), 747-768.
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Comput. and Structures
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On a singular perturbation going out of the energy space
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E. Sanchez Palencia, On a singular perturbation going out of the energy space, J. Math. Pures Appl. 79 (2000), 591-602.
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Singular perturbations going out of the energy space. Layers in the elliptic and parabolic cases
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Rolduc and Gaeta, J. Bemelmans, B. Brighi, A. Brillard, M. Chipot, F. Conrad, I. Shafrir, V. Valente and G. Vergara-Coffarelli, eds, World Scientific
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E. Sanchez Palencia, Singular perturbations going out of the energy space. Layers in the elliptic and parabolic cases, in: Elliptic and Parabolic Problems, Rolduc and Gaeta, 2001, J. Bemelmans, B. Brighi, A. Brillard, M. Chipot, F. Conrad, I. Shafrir, V. Valente and G. Vergara-Coffarelli, eds, World Scientific, pp. 461-474.
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On the structure of layers for singularly perturbed equations in the case of unbounded energy
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E. Sanchez Palencia, On the structure of layers for singularly perturbed equations in the case of unbounded energy, Control Optim. Calc. Var. 8 (2002), 941-963.
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0344118763
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On internal and boundary layers with unbounded energy in thin shell theory
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E. Sanchez Palencia, On internal and boundary layers with unbounded energy in thin shell theory, Asymptotic Anal. 36 (2003), 169-185.
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