- Heinz W., Engl, Martin, Hanke, and Andreas, Neubauer, 1996. Regularization of Inverse Problem. Dordrecht. 1996.
- Heinz W., Engl, Alfred K., Louis, and William, Rundell, 1996. Inverse Problem in Medical Imaging and Nondestructive Testing. Wien. 1996, Eds.
- Kirsch, A, 1996. An Introduction to the Mathematical Theory of Inverse Problems. New York. 1996.
- Alexander G., Ramm, 2005. Inverse Problems: Mathematical and Analytical Techniques with Applications to Engineering. New York. 2005.
- Masaru, Ikehata, 1990. Inversion formulas for the linearized problem for an inverse boundary value problem in elastic prospection, SIAM Journal of Applied Mathematics 50 (6) (1990), pp. 1635–1644.
- Zhongyan, Lin, 1998. On the determination of radially dependent Lamé coefficients, SIAM Journal of Applied Mathematics 58 (3) (1998), pp. 875–903.
- Masaru, Ikehata, 1995. The linearization of the Dirichlet to Neumann map in anisotropic plate theory, Inverse Problems 11 (1) (1995), pp. 165–181.
- Masaru, Ikehata, 1996. A relationship between two Dirichlet to Neumann maps in anisotropic elastic plate theory, Journal of Inverse and Ill Posed Problems 4 (3) (1996), pp. 233–243.
- Gen, Nakamura, and Kazumi, Tanuma, 1996. A nonuniqueness theorem for an inverse boundary value problem in elasticity, SIAM Journal of Applied Mathematics 56 (2) (1996), pp. 602–610.
- Gen, Nakamura, and Gunther, Uhlmann, 1995. Inverse problems at the boundary for an elastic medium, SIAM Journal on Mathematical Analysis 26 (2) (1995), pp. 263–279.
- Schnur, D, and Zabaras, N, 1992. An inverse method for determining elastic material properties and a material interface, International Journal for Numerical Methods in Engineering 33 (1992), pp. 2039–2057.
- Mallardo, V, and Alessandri, C, 2000. Inverse problems in the presence of inclusion and unilateral constraints: a boundary element approach, Computational Mechanics 26 (2000), pp. 571–581.
- Constantinescu, A, 1998. "On the identification of elastic moduli in plates". In: Proceedings of the International Symposium on Inverse Problems in Engineering Mechanics. New York. 1998. p. pp. 205–214, In: M. Tanaka and G.S. Dulikravich (Eds).
- Paul, Heyliger, Pontus, Ugander, and Hassel, Ledbetter, 2001. Anisotropic elastic constants: measurement by impact resonance, Journal of Materials in Civil Engineering 13 (5) (2001), pp. 356–363.
- Wang, WT, and Kam, TY, 2001. Elastic constants identification of shear deformable laminated composite plates, Journal of Engineering Mechanics 127 (11) (2001), pp. 1117–1123.
- Liu, GR, Han, X, and Lam, KY, 2002. A combined genetic algorithm and nonlinear least squares method for material characterization using elastic waves, Computer Methods in Applied Mechanics and Engineering 191 (2002), pp. 1909–1921.
- Marin, L, Elliot, L, Ingham, DB, and Lesnic, D, 2003. Parameter identification in isotropic linear elasticity using the boundary element method, Engineering Analysis with Boundary Elements 28 (2003), pp. 221–233.
- Tom, Lauwagie, Hugo, Sol, Gert, Roebben, Ward, Heylen, Yinming, Shi, and Omen van der, Biest, 2003. Mixed numerical-experimental identification of elastic properties of orthotropic metal plates, NDT&E International 36 (2003), pp. 487–495.
- Lixin, Huang, Xiushan, Sun, Yinghua, Liu, and Zhangzhi, Cen, 2003. Parameter identification for two-dimensional orthotropic material bodies by the boundary element method, Engineering Analysis with Boundary Elements 28 (2) (2003), pp. 109–121.
- Brebbia, CA, and Domínguez, J, 1992. Boundary Elements, An Introductory Course. Southampton. 1992.
- Lekhnitskii, SG, 1981. Theory of Elasticity of an Anisotropic Body. Moscow. 1981.
- Sollero, P, 1994. "Fracture mechanics analysis of anisotropic laminates by the boundary element method". In: PhD thesis, Wessex Institute of Technology. 1994.
- Gallego, R, Comino, L, and Ruiz Cabello, A, 2005. "Material constant sensitivity boundary integral equation for anisotropic materials". In: International Journal for Numerical Methods in Engineering. 2005, Submitted.
- Rus, G, and Gallego, R, 2002. Optimization algorithms for identification inverse problems with the boundary element method, Engineering Analysis with Boundary Elements 26 (2002), pp. 315–327.
- Dennis, JE, and Robert B., Schnabel, 1996. Numerical Methods for Unconstrained Optimization and Nonlinear Equations. Philadelphia. 1996, SIAM.
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Material constants identification in anisotropic materials using boundary element techniques
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