Problems with the g -Boundary
BOUNDARY VALUE PROBLEMS FOR
... a boundary value problem of second order fractional differential inclusions with four-point integral boundary conditions involving convex and non-convex multivalued ...
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Boundary value problems with eigenvalue-dependent boundary and transmission conditions
... nonhomogeneous problem in terms of these one-hand solutions. Finally, we construct Green’s vector-function and investigate some important properties of the resolvent operator by using this Green’s vector-function. ...
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Conjugate boundary value problems with functional boundary conditions at resonance
... This paper is a generalization of two-, three-, and multipoint integral boundary value problems. The framework of this paper is as follows. In Sect. 2, we give some notations and facts of the coincidence ...
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Boundary value problems with regular singularities and singular boundary conditions
... Singular boundary conditions are formulated for nonselfadjoint Sturm-Liouville oper- ators with singularities and turning ...For boundary value problems with singular boundary conditions, ...
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Approximation of eigenvalues of boundary value problems
... eigenvalue parameter in one boundary condition, with transmission conditions at the point of discontinuity. The error of this method decays exponentially in terms of the number of involved samples. Therefore the ...
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EXACT SOLUTIONS OF BOUNDARY-VALUE PROBLEMS
... Here we develop an extension of the Heaviside-Mikusi´ nski operational cal- culus [18] for BVPs with local and nonlocal boundary conditions, in order to find their solutions in an explicit form. The essence of our ...
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Homology in Electromagnetic Boundary Value Problems
... the boundary operator matrices, as discussed in 7, ...a boundary value problem is a lot ...reduced boundary operator matrices are used to compute the generators of homology ...
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Hierarchies of Difference Boundary Value Problems
... difference boundary value ...the boundary conditions will be ...eigenparameter-dependent boundary conditions at the end ...the boundary conditions results in a so-called transformed ...
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CiteSeerX — Electrostatic boundary value problems in the
... Abstract. The electrostatic potential of any test charge distribution in Schwarzschild space with boundary values is derived. We calculate the Green’s function, generalize the second Green’s identity for p-forms ...
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Power Method on Boundary Value Problems
... Computation of matrix eigenvalues and eigen vectors is one of the most important problems in numerical analysis. The eigenvalue computation is identical with the problem of computing zero of a polynomial, where as ...
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EXACT solutions to boundary-value problems for a
... The boundary-value problem is solved exactly in terms of Mathieu functions, when the primary source is a plane wave with arbitrary direction of incidence and polarization, or an electric or magnetic line source ...
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Solving Boundary Integral Problems with BEM++
... The most recent version of BEM++, 2.0, includes the following features: —Galerkin discretisation of the single-, double-, and adjoint double-layer potential boundary operators and hypers[r] ...
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Boundary Value Analysis Example Problems
... proper boundary values per return and designing boundary value tests with parcel boundary values per boundary? So, a live of five test cases can bear written until ...Regarding boundary ...
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NONLOCAL PROBLEMS WITH NEUMANN BOUNDARY CONDITIONS
... NEUMANN BOUNDARY CONDITIONS SERENA DIPIERRO, XAVIER ROS-OTON, AND ENRICO VALDINOCI ...formulate problems with nonhomogeneous Neumann conditions, and also with mixed Dirichlet and Neumann conditions, all of ...
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On some overdetermined free boundary problems
... (Received 23 October 2006; revised 19 November 2007) Abstract This article deals with some free boundary problems for the Lapla- cian operator. We first give sufficient conditions of existence of free ...
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Many boundary value problems with non-homogeneous boundary data may be cast in the abstract variational form: find u ∈ X such that γu = g ∈ M and
... where X is a Hilbert space over a domain Ω, M is a Hilbert space over the boundary Γ of Ω, and γ : X → M is a trace operator with X 0 = {v ∈ X : γv = 0}. We assume that the bilinear and linear forms B : X × X → R ...
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Many boundary value problems with non-homogeneous boundary data may be cast in the abstract variational form: find u ∈ X such that γu = g ∈ M and
... where X is a Hilbert space over a domain Ω, M is a Hilbert space over the boundary Γ of Ω, and γ : X → M is a trace operator with X 0 = {v ∈ X : γv = 0}. We assume that the bilinear and linear forms B : X × X → R ...
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Consistent dirichlet boundary conditions for numerical solution of moving boundary problems
... the boundary are constrained, the dimension of the approximation space is reduced, the associated equations are ignored (becoming “inactive”) and the remaining “active” basis functions no longer form a partition ...
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Positive solutions to fractional boundary value problems with nonlinear boundary conditions
... There are a great number of works on the existence of solutions of various classes of ordinary differential equations and fractional differential equations; readers may refer to [–]. Some of them discussed two-point ...
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Positive solutions for a class of boundary-value problems with integral boundary conditions
... Fixed-point theorem Existence a b s t r a c t This paper investigates the existence and multiplicity of positive solutions for a class of nonlinear boundary-value problems of fourth-order differential ...
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