Pages that link to "Item:Q379655"
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The following pages link to Recovering damping and potential coefficients for an inverse non-homogeneous second-order hyperbolic problem via a localized Neumann boundary trace (Q379655):
Displaying 13 items.
- A control approach to recover the wave speed (conformal factor) from one measurement (Q255987) (← links)
- Global uniqueness and stability in determining the damping and potential coefficients of an inverse hyperbolic problem (Q533046) (← links)
- Recovering of damping coefficients for a system of coupled wave equations with Neumann boundary conditions: uniqueness and stability (Q741446) (← links)
- Reconstruction of space-dependent potential and/or damping coefficients in the wave equation (Q1659968) (← links)
- Hölder stability in determining the potential and the damping coefficient in a wave equation (Q2000965) (← links)
- Input reconstruction by feedback control for the Schlögl and FitzHugh-Nagumo equations (Q2019687) (← links)
- Recovery of time-dependent damping coefficients and potentials appearing in wave equations from partial data (Q2836025) (← links)
- Global uniqueness and stability in determining the damping coefficient of an inverse hyperbolic problem with non-homogeneous Dirichlet B.C. through an additional localized Neumann boundary trace (Q2909380) (← links)
- Inverse Problem for a Linearized Jordan–Moore–Gibson–Thompson Equation (Q4606677) (← links)
- An inverse space-dependent source problem for hyperbolic equations and the Lipschitz-like convergence of the quasi-reversibility method (Q4625210) (← links)
- Reconstruction of the principal coefficient in the damped wave equation from Dirichlet-to-Neumann operator (Q5213317) (← links)
- An inverse problem for the wave equation with nonlinear dumping (Q6101513) (← links)
- A reduction procedure for determining exact solutions of second order hyperbolic equations (Q6590998) (← links)