Pages that link to "Item:Q4495487"
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The following pages link to A new approach to reduction of the Neumann problem in acoustic scattering to a non-hypersingular integral equation (Q4495487):
Displaying 12 items.
- Boundary integral equations in time-harmonic acoustic scattering (Q808944) (← links)
- Finite part representations of hypersingular integral equation of acoustic scattering and radiation by open smooth surfaces (Q1126314) (← links)
- A correct treatment of an ill-posed boundary equation in the acoustics of closed regions (Q1395329) (← links)
- Hypersingular integral equations not needed in the impedance problem in scattering theory. (Q1416395) (← links)
- Integral equation method for the acoustic impedance problem in interior multiply connected domain. (Q1856834) (← links)
- Multiple scattering and modified Green's functions (Q1856939) (← links)
- A new integral equation approach to the Neumann problem in acoustic scattering. (Q2767543) (← links)
- Direct boundary integral equations method for acoustic problems in unbounded domains (Q2786927) (← links)
- Indirect computation of singular integrals in Helmholtz boundary integral equation (Q3306312) (← links)
- An efficient method for solving the nonuniqueness problem in acoustic scattering (Q3423254) (← links)
- On a uniquely solvable integral equation in a mixed Dirichlet-Neumann problem of acoustic scattering (Q4414923) (← links)
- Fréchet differentiability of the solution to the acoustic Neumann scattering problem with respect to the domain (Q4883183) (← links)
