M-dissipative boundary conditions and boundary tuples for Maxwell operators

@article{Eller2022MdissipativeBC,
  title={M-dissipative boundary conditions and boundary tuples for Maxwell operators},
  author={Matthias Eller and Illya M. Karabash},
  journal={Journal of Differential Equations},
  year={2022}
}
View PDF on arXiv

References

SHOWING 1-10 OF 58 REFERENCES
‘T’
  • P. Alam
  • Composites Engineering: An A–Z Guide
  • 2021
Extensions of symmetric operators and symmetric binary relations
Various classes of extensions of symmetric operators with equal (finite or infinite) defect numbers are described in terms of abstract boundary conditions. The dual problem of the description of…
d.
Mathematical Foundations of Computational Electromagnetism
mathematical framework We first introduce basic notions on Banach and Hilbert spaces. Afterwards, we recall some well-known results, which help prove the well-posedness of the various sets of…
Sharp Hodge decompositions
  • Maxwell’s equations, and vector Poisson problems on nonsmooth, three-dimensional Riemannian manifolds, Duke Mathematical Journal 125(3)
  • 2004
MATHEMATICAL METHODS IN ELECTROMAGNETISM: LINEAR THEORY AND APPLICATIONS
Mathematical modelling of the electromagnetic field in continuous media - Maxwell equations and constitutive relations mathematical framework for electromagnetism stationary scattering problems with…
Stabilization and Exact Boundary Controllability for Maxwell's Equations
This paper considers Maxwell's equations with dissipative boundary conditions. Under certain geometric conditions imposed on the domain $\Omega$, the results on uniform stabilization of the solutions…
DISSIPATIVE OPERATORS AND HYPERBOLIC SYSTEMS OF PARTIAL DIFFERENTIAL EQUATIONS
Abstract symmetric boundary conditions
Malamud, Extension theory of symmetric operators and boundary value problems
  • Institute of Mathematics of NAS of Ukraine,
  • 2017
...
1
2
3
4
5
...