Pages that link to "Item:Q3805132"
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The following pages link to On the principles of limiting absorption and limit amplitude for a class of locally perturbed waveguides. Part 1: Time-independent theory (Q3805132):
Displaying 17 items.
- The asymptotic amplitude principle for a waveguide (Q633397) (← links)
- Resolvent estimates at low frequencies and limiting amplitude principle for acoustic propagators (Q756016) (← links)
- Reverse time migration for reconstructing extended obstacles in planar acoustic waveguides (Q887370) (← links)
- Aperiodic electromagnetic waves in exterior domains (Q1122062) (← links)
- On the resonances of the Laplacian on waveguides (Q1849182) (← links)
- On the resonance of acoustic waves in slightly deformed and slowly moving slabs (Q1892286) (← links)
- Limiting amplitude principle and resonances in plasmonic structures with corners: numerical investigation (Q2060101) (← links)
- New limiting absorption and limit amplitude principles for periodic operators (Q2355388) (← links)
- Limiting absorption principle for singularly perturbed operators (Q2748474) (← links)
- Limiting absorption principle and perfectly matched layer method for Dirichlet Laplacians in quasi-cylindrical domains (Q2882321) (← links)
- The Limiting Absorption Principle for a Periodic Semi-Infinite Waveguide (Q3093606) (← links)
- On the principles of limiting absorption and limit amplitude for a class of locally perturbed waveguides. Part 2: Time‐dependent theory (Q4734211) (← links)
- Time asymptotics for the polyharmonic wave equation in waveguides (Q4800386) (← links)
- A Green's function approach to wave propagation and potential flow around obstacles in infinite cylindrical channels (Q4882930) (← links)
- Resonance Phenomena in Local Perturbations of Parallel-plane Waveguides (Q4888157) (← links)
- Solutions of the time-harmonic wave equation in periodic waveguides: asymptotic behaviour and radiation condition (Q5962863) (← links)
- Quantum soft waveguides with resonances induced by broken symmetry (Q6562956) (← links)
