Search Results - Boundary value and inverse problems for harmonic functions in higher dimensions~

Interpolation for Function Spaces Related to Mixed Boundary Value Problems by Griepentrog, J. A., Gröger, K., Kaiser, H.-Chr, Rehberg, J.

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DYNAMIC GREEN'S FUNCTIONS FOR LAYERED MEDIA AND APPLICATIONS TO BOUNDARY-VALUE PROBLEMS by APSEL, RANDY JAY

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Inverse boundary-value problems of cauchy type for harmonic functions by Abubakirov, N. R., Aksent’ev, L. A.

“…We apply two methods for solving the inverse boundary-value problem (the so-called problem…”
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An inverse boundary value problem for harmonic differential forms by Joshi, M S, Lionheart, W R B

“… (of dimension greater than 2) with boundary determines the full Taylor series, at the boundary, of the metric…”
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Inverse Boundary Value Problems of Time Harmonic Maxwell's Equations by Torega, Vasiliki

“…This thesis studies the inverse problem of time harmonic Maxwell's equations with anisotropic electromagnetic parameters…”
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Boundary Problems for Harmonic Functions and Norm Estimates for Inverses of Singular Integrals in Two Dimensions by Mitrea, Irina

“… < ∞, on curvilinear polygons. Furthermore, we produce norm estimates/formulas for inverses of singular integral operators relevant for the Dirichlet, Neumann, tangential derivative, and transmission boundary value problems…”
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On an inverse boundary value problem for a nonlinear time harmonic Maxwell system by Cârstea, Cătălin I

“…This paper considers a class of nonlinear time harmonic Maxwell systems at fixed frequency, with nonlinear terms taking the form \(\mathscr{X}(x,|\vec E(x)|^2…”
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Inverse boundary value problems for time-harmonic waves: Conditional stability and iterative reconstruction by Qiu, Lingyun

“…Many inverse problems arising in different disciplines including exploration geophysics, medical imaging and nondestructive evaluation can be formulated as a nonlinear operator equation, F(x…”
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Uniqueness and Lipschitz stability of an inverse boundary value problem for time-harmonic elastic waves by Beretta, Elena, de Hoop, Maarten V, Francini, Elisa, Vessella, Sergio, Zhai, Jian

“…We consider the inverse problem of determining the Lam\'{e} parameters and the density of a three-dimensional elastic body from the local time-harmonic Dirichlet-to-Neumann map…”
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Resolving an Inverse Cauchy Problem of Mixed Boundary Value of Bi-harmonic using a meshless collocation method by Leqaa Qasim Mohammed, Fatima M. Aboud

“…In this paper, a meshless collocation method using a polynomial expansion is proposed to solve a mixed fourth order differential boundary value problem…”
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On the Treatment of a Dirichlet–Neumann Mixed Boundary Value Problem for Harmonic Functions by an Integral Equation Method by González, R., Kress, R.

“…Using an approach which extends the well-known classical integral equation methods, we reduce a mixed boundary value problem for harmonic functions to a system consisting of two integral equations of the second kind…”
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Boundary Value Problems for Harmonic Functions on the Heisenberg Group by Dunkl, Charles F.

“… The associated Dirichlet problem is to find functions with specified boundary values and annihilated by Lγ inside the ball (that is, Lγ -harmonic…”
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Mixed boundary value problem for p-harmonic functions in an infinite cylinder by Björn, Jana, Mwasa, Abubakar

“…We study a mixed boundary value problem for the p-Laplace equation Δpu=0 in an open infinite circular half-cylinder with prescribed Dirichlet boundary data on a part of the boundary and zero Neumann boundary data on the rest…”
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Riemann boundary value problem for harmonic functions in Clifford analysis by Longfei, Gu, Zhongxiang, Zhang

“…In this article, we mainly deal with the boundary value problem for harmonic function with values in Clifford algebra: Δ[u](x)=0,x∈Rn∖∂Ω,u+(x)=u−(x)G(x)+g1(x),x∈∂Ω,(Du)+(x)=(Du)−(x)A+g2(x),x∈∂Ω,∥u(∞)∥=0,where ∂Ω…”
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Nonlinear boundary value problems relative to harmonic functions by Boukarabila, Oussama, Veron, Laurent

“…We study the problem of finding a function u verifying --\(\Delta\)u = 0 in \(\Omega\) under the boundary condition…”
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On boundary-value problems for generalized analytic and harmonic functions by Gutlyanskiĭ, V.Ya, Nesmelova, O.V., Ryazanov, V.I., Yefimushkin, A.S.

“…, and, in particular, Neumann boundary-value problems for quasiconformal, analytic, harmonic functions and the so-called A-harmonic functions with arbitrary boundary data that are measurable…”
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Nonlinear boundary value problems relative to harmonic functions by Boukarabila, Y. Oussama, Véron, Laurent

“…We study the problem of finding a function u verifying −Δu=0 in Ω under the boundary condition ∂u∂n+g(u)=μ on ∂Ω where Ω…”
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Harmonic wavelets in boundary value problems for harmonic and biharmonic functions by Subbotin, Yu. N., Chernykh, N. I.

“…We consider boundary value problems in a disk and in a ring for homogeneous equations with the Laplace operator of the first and second orders…”
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On the solution of boundary value problems for harmonic functions on surfaces in E 3 by Repnikov, V. D.

“…(ProQuest: Abstract omitted; see image)[PUBLICATION ABSTRACT]…”
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Polyanalytic boundary value problems for planar domains with harmonic Green function by Begehr, Heinrich, Shupeyeva, Bibinur

“…There are three basic boundary value problems for the inhomogeneous polyanalytic equation in planar domains, the well-posed iterated Schwarz problem, and further two over-determined iterated problems…”
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