Some Inverse Problems of Viscoelasticity System with the Known Kernel

Author:

Durdiev Durdimurod K.,Totieva Zhanna D.

Publisher

Springer Nature Singapore

Reference26 articles.

1. Yakhno, V.G. 1990. Inverse problems for differential equations of elasticity. Novosibirsk: Nauka (Russian).

2. Yakhno, V.G., and I.Z. Merazhov. 2000. Some direct problems and one-dimensional inverse electroelasticity problem for “slow’’ waves. Siberian Advances in Mathematics 10 (1): 87–150.

3. Bogachev, I.V., A.O. Vatulyan, and O.V. Yavruyan. 2012. Identification of properties of inhomogeneous electroelastic medium. Applied Mathematics and Mechanics 76 (5): 860–866.

4. Nakamura, G., and G. Uhlmann. 1993. Identification of Lame parameters by boundary observations. American Journal of Mathematics 115: 1161–1189.

5. Nakamura, G., and G. Uhlmann. 1994. Global uniqueness for an inverse boundary value problems arising in elasticity. Inventiones Mathematicae 118: 457–474.

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