Free Access
| Issue |
ESAIM: M2AN
Volume 22, Number 1, 1988
|
|
|---|---|---|
| Page(s) | 5 - 28 | |
| DOI | https://doi.org/10.1051/m2an/1988220100051 | |
| Published online | 31 January 2017 | |
- J BALL, Existence theorems in nonhnear elasticity, Arch Rational Mechnal , (1976), 337-403 [MR: 475169] [Zbl: 0368.73040] [Google Scholar]
- P G CIARLET, Quelques remarquessur des problèmes d'existence en élasticiténon lineaire, Rapport INRIA (1983) [Zbl: 0516.73019] [Google Scholar]
- P G CIARLET, G GEYMONAT, Sur les lois de comportement en élasticité nonP G CIARLET, G lineaire compressible, C R Acad Sa Pans, serie A (1982), 423-426 [MR: 695540] [Zbl: 0497.73017] [Google Scholar]
- P G CIARLET, J NECAS, Unilatéral problems in nonhnear three-dimensionalelasticity, Publications du Laboratoire d'Analyse Numérique Université deans VI (1984) [Zbl: 0557.73009] [Google Scholar]
- G STRANG, The polyconvexificaüon of F (Vu), Research Report CM A-RO, 9-3 of the Austrahan National Umversity [Google Scholar]
- R V KOHN, G STRANG, Exphcit relaxation of a vanationalproblem in optimaldesign, to appear m Bull Amer Math Soc [Google Scholar]
- BUSEMANN, SHEFHARD, Convexity on non convex sets, Proc Coll on onvexity, Copenhagen (1965) [Zbl: 0152.39404] [Google Scholar]
- KNOWLES, STERNBERG, On the failure of ellipticity of the équations for finiteelastostatic plane strain, , Arch Rational Mech (1976), 321-336 [Zbl: 0351.73061] [Google Scholar]
- G AUBERT, R TAHRAOUI, Sur la faible fermeture de certains ensembles decontrainte en élasticité non lineaire plane, , C R Acad Sci Paris, serie A (1980),37-540, et a paraître dans Arch Rational Mech [MR: 573804] [Zbl: 0434.35021] [Google Scholar]
- G. AUBERT, R. TAHRAOUI, Conditions nécessaires de faible fermeture et de 1-rang convexité en dimension 3. Rendiconti del Circolo Matematico di Palermo, Série II, T34, (1985). [MR: 848122] [Zbl: 0647.73017] [Google Scholar]
- C.B. Jr., MORREY, Multiple intégrais in the calculus of variations, Springer, Berlin, 1966. [MR: 202511] [Zbl: 0142.38701] [Google Scholar]
- P. MARCELLINI, Quasicovex quadratic forms in two dimensions, Applied. Math. Optimiz., 11 (1984), 183-189. [MR: 743926] [Zbl: 0567.49007] [Google Scholar]
- F.J. TERPSTRA, Die darstellung biquadratischer formen als summen von quadraten mit anwendung auf die variations rechung, Math. Ann., 116 (1938), 166-180. [EuDML: 159996] [MR: 1513223] [Zbl: 0019.35203] [Google Scholar]
- D. SERRE, Formes quadratiques et calcul des variations, J. Math. Pures App., 62 (1983), 177-196. [MR: 713395] [Zbl: 0529.49005] [Google Scholar]
- B. DACOROGNA, Remarques sur les notions de polyconvexité, quasiconvexité et convexité de rang 1. Preprint de EPFL, Lausanne (1985), et à paraître dans J. Math. Pures Appl. [MR: 839729] [Zbl: 0609.49007] [Google Scholar]
- J. BALL, Differentiability properties of symmetric and isotropic functions, Duke Math. J., vol. 51, n° 3, (1984), 699-728. [MR: 757959] [Zbl: 0566.73001] [Google Scholar]
- H. C. SIMPSON S. J. SPECTOR, On copositive matrices and strong ellipticity for isotropic materials, Arch. Rational. Mech. Anal (1983), 55-68. [MR: 713118] [Zbl: 0526.73026] [Google Scholar]
- E.L. GURVICH A. I. LURIE, Meckaniki Tverdogotela, (1980), 110-116. [Google Scholar]
- G. AUBERT, On a counterexample of a rank 1 convex function which is not polyconvex in the case n = 2, à paraître. [Google Scholar]
- R. TEMAN, A characterization of quasi-convex functions, Applied Mathematics and Optimization, 8 (1982), 287-291. [Zbl: 0501.49008] [Google Scholar]
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