Pages that link to "Item:Q1264635"

The following pages link to The mixed problem for the Helmholtz equation in a multiply connected region (Q1264635):

Displaying 13 items.

• The Helmholtz equation in a non-smooth inclusion (Q949707) (← links)
• The skew derivative problem in the exterior of open curves in a plane (Q1368792) (← links)
• Hypersingular integral equations not needed in the impedance problem in scattering theory. (Q1416395) (← links)
• Mixed oblique derivative problem for the Helmholtz equation in a half-disk (Q1734716) (← links)
• Method of interior boundaries for the impedance problem in scattering theory. (Q1855970) (← links)
• Integral equation method for the acoustic impedance problem in interior multiply connected domain. (Q1856834) (← links)
• The impedance problem for the propagative Helmholtz equation in interior multiply connected domain (Q1879565) (← links)
• Problem for the diffusion equation outside cuts on the plane with the Dirichlet condition and an oblique derivative condition on opposite sides of the cuts (Q1938868) (← links)
• Boundary-value problem for the Helmholtz equation in a multiply connected waveguide region with piecewise constant boundary (Q1944355) (← links)
• Generalization of the Neumann problem to harmonic functions outside cuts on the plane (Q2434657) (← links)
• The mixed problem for the Laplace equation in a three-dimensional multiply connected domain (Q2703926) (← links)
• Mixed boundary value problems for the Helmholtz equation in arbitrary 2D-sectors (Q2854190) (← links)
• The Neumann problem in a 2-D exterior domain with cuts and singularities at the tips (Q5955611) (← links)