DOIAbstract
We prove quantitative estimates of unique continuation for the solutions of the Lame system of the form of three-spheres-inequalities and of doubling inequalities
We prove quantitative estimates of unique continuation for the solutions of the Lame system of the form of three-spheres-inequalities and of doubling inequalities
AbstractWe prove doubling inequalities for solutions of elliptic systems with an iterated Laplacian ...
We discuss continuation and uniqueness of solutions to the Cauchy problem for a three dimensional Mi...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
Abstract. We prove the strong unique continuation property for the Lamé system of elastostatics in ...
We obtain explicit estimates on the stability of the unique continuation for a linear system of hype...
We obtain explicit estimates on the stability of the unique continuation for a linear system of hype...
We prove constructive estimates for elastic plates modeledby the Reissner\u2013Mindlin theory and ma...
continuation for the elastic transversally isotropic dynamical systems and its applicatio
In this paper, we establish a novel unique continuation property for two-dimensional anisotropic ela...
We consider the problem of analytic continuation of the solution of the multidimensional Lame system...
Much of this paper will be concerned with the proof of the following Theorem 1. Suppose d = 3, r = m...
AbstractIn this paper we prove the unique continuation property of the solution for the elastic tran...
We prove doubling inequalities for solutions of elliptic systems with an iterated Laplacian as diago...
For isotropic Lame systems with variable coefficients, we discuss inverse problems of determining fo...
The classical result for uniqueness in elasticity theory is due to Kirchhoff. It states that the sta...
AbstractWe prove doubling inequalities for solutions of elliptic systems with an iterated Laplacian ...
We discuss continuation and uniqueness of solutions to the Cauchy problem for a three dimensional Mi...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
Abstract. We prove the strong unique continuation property for the Lamé system of elastostatics in ...
We obtain explicit estimates on the stability of the unique continuation for a linear system of hype...
We obtain explicit estimates on the stability of the unique continuation for a linear system of hype...
We prove constructive estimates for elastic plates modeledby the Reissner\u2013Mindlin theory and ma...
continuation for the elastic transversally isotropic dynamical systems and its applicatio
In this paper, we establish a novel unique continuation property for two-dimensional anisotropic ela...
We consider the problem of analytic continuation of the solution of the multidimensional Lame system...
Much of this paper will be concerned with the proof of the following Theorem 1. Suppose d = 3, r = m...
AbstractIn this paper we prove the unique continuation property of the solution for the elastic tran...
We prove doubling inequalities for solutions of elliptic systems with an iterated Laplacian as diago...
For isotropic Lame systems with variable coefficients, we discuss inverse problems of determining fo...
The classical result for uniqueness in elasticity theory is due to Kirchhoff. It states that the sta...
AbstractWe prove doubling inequalities for solutions of elliptic systems with an iterated Laplacian ...
We discuss continuation and uniqueness of solutions to the Cauchy problem for a three dimensional Mi...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
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