Global uniqueness for an IBVP for the time-harmonic Maxwell equations

@article{Caro2014GlobalUF,
  title={Global uniqueness for an IBVP for the time-harmonic Maxwell equations},
  author={Pedro Caro and Ting Zhou},
  journal={Analysis & PDE},
  year={2014},
  volume={7},
  pages={375-405}
}
In this paper we prove uniqueness for an inverse boundary value problem (IBVP) arising in electrodynamics. We assume that the electromagnetic properties of the medium, namely the magnetic permeability, the electric permittivity, and the conductivity, are described by continuously differentiable functions. 
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  • 9
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...
1
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...

References

SHOWING 1-10 OF 36 REFERENCES
Inverse Boundary Value Problem for Maxwell Equations with Local Data
  • 60
  • PDF
On an inverse problem in electromagnetism with local data: stability and uniqueness
  • 23
  • PDF
A global uniqueness theorem for an inverse boundary value problem
  • 1,259
  • Highly Influential
Global uniqueness for a two-dimensional inverse boundary value problem
  • 771
Inverse problems for the anisotropic Maxwell equations
  • 83
  • PDF
Calderon's inverse conductivity problem in the plane
  • 503
  • PDF
A linearized inverse boundary value problem for Maxwell's equations
  • 95
  • PDF
Stable determination of the electromagnetic coefficients by boundary measurements
  • 19
  • PDF
Stable determination of conductivity by boundary measurements
  • 418
Electromagnetic Inverse Problems and Generalized Sommerfeld Potentials
  • 90
  • Highly Influential
...
1
2
3
4
...