Pages that link to "Item:Q3822619"
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The following pages link to An exterior boundary-value problem for the Maxwell equations with boundary data in a Sobolev space (Q3822619):
Displaying 13 items.
- Existence and unicity for stationary electromagnetic fields with dissipative boundary conditions (Q795997) (← links)
- A coercive bilinear form for Maxwell's equations (Q1177011) (← links)
- An inverse boundary value problem in electrodynamics (Q1320607) (← links)
- The method of layer potentials in electromagnetic scattering theory on nonsmooth domains (Q1804682) (← links)
- Time-harmonic Maxwell equations in the exterior of perfectly conducting, irregular obstacles (Q2757212) (← links)
- On the denseness of Herglotz wave functions and electromagnetic Herglotz pairs in Sobolev spaces (Q2767546) (← links)
- On an exterior boundary‐value problem for the time‐harmonic maxwell equations with boundary conditions for the normal components of the electric and magnetic field (Q3766219) (← links)
- A uniqueness theorem for the Maxwell equations with \(L^ 2\)-Dirichlet boundary conditions (Q3973578) (← links)
- The use of polarization effects in electromagnetic inverse scattering problems (Q3989397) (← links)
- The semistatic limit for maxwell's equations in an exterior doimain (Q4228067) (← links)
- An approximation theorem in inverse electromagnetic scattering (Q4289925) (← links)
- Boundary integral equations for the scattering of electromagnetic waves by a homogeneous chiral obstacle (Q4318008) (← links)
- Variational methods for stationary MHD flow under natural interface conditions (Q4861585) (← links)
