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[PDF] Top 20 Boundary value problems with eigenvalue-dependent boundary and transmission conditions

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Boundary value problems with eigenvalue-dependent boundary and transmission conditions

Boundary value problems with eigenvalue-dependent boundary and transmission conditions

... type problems with transmission conditions have become an important area of research in recent years because of the needs of modern technology, engineering and ...mathematical problems ... See full document

11

Eigenfunction Expansions for Second-Order Boundary Value Problems with Separated Boundary Conditions

Eigenfunction Expansions for Second-Order Boundary Value Problems with Separated Boundary Conditions

... tral problems with non-separated boundary conditions with an integrable function g(x) were ...inverse problems for singular differential operators on finite intervals with k = w ≡ 1 were ... See full document

10

Qualitative analysis of eigenvalues and eigenfunctions of one boundary value-transmission problem

Qualitative analysis of eigenvalues and eigenfunctions of one boundary value-transmission problem

... many problems arise in the form of boundary value problems involving transmission conditions at the interior singular ...Such problems are called boundary ... See full document

16

Solvability and coerciveness of multi-point Sturm–Liouville problems with abstract linear functionals

Solvability and coerciveness of multi-point Sturm–Liouville problems with abstract linear functionals

... Sturm–Liouville problems corresponds to the fact that the heterogeneous me- dia consist of two different ...Moreover, boundary value problems with disconti- nuities arise in many physical ... See full document

12

Self-adjoint higher order differential operators with eigenvalue parameter dependent boundary conditions

Self-adjoint higher order differential operators with eigenvalue parameter dependent boundary conditions

... In Section  we give a precise definition of the boundary value problem and the quadratic operator pencil L associated with it. In Section  we derive necessary and sufficient con- ditions for K to be ... See full document

12

Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems   with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry

Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry

... Zaremba boundary conditions, and the singu- larity asymptotics are also derived in Chapter 2: as the PDE solution itself, the asymptotics of the integral density around singular points contains only powers ... See full document

152

Eigenvalue comparisons for boundary value problems of the discrete beam equation

Eigenvalue comparisons for boundary value problems of the discrete beam equation

... above boundary conditions has specific physical ...to eigenvalue problems of boundary value problems of linear beam equations which include the discrete form of any of the ... See full document

9

Authors_accepted_Manuscript_GBJ-PhysicaD.pdf

Authors_accepted_Manuscript_GBJ-PhysicaD.pdf

... asymptotic value as the method of geometric phase—in this work we consider the winding induced on a particular choice of solutions for a reaction diffusion ...asymptotic conditions for the dynamical ... See full document

28

Spectral asymptotics of self-adjoint fourth order boundary value problems with eigenvalue parameter dependent boundary conditions

Spectral asymptotics of self-adjoint fourth order boundary value problems with eigenvalue parameter dependent boundary conditions

... Sturm-Liouville problems have attracted extensive attention due to their intrinsic mathe- matical challenges and their applications in physics and ...Sturm-Liouville problems, also higher order ordinary ... See full document

18

On Green’s function for boundary value problem with eigenvalue dependent quadratic boundary condition

On Green’s function for boundary value problem with eigenvalue dependent quadratic boundary condition

... These types of results with different boundary conditions were obtained before in the case where q(t) is assumed to be continuous on a finite interval [, ]. In [], the Green’s functions were derived ... See full document

12

Boundary value problems for fractional differential equations with nonlocal boundary conditions

Boundary value problems for fractional differential equations with nonlocal boundary conditions

... equations boundary value problems with nonlocal boundary conditions arise in a variety of different areas of applied mathemat- ics and ...nonlocal problems with inte- gral ... See full document

12

Two point fuzzy boundary value problem with eigenvalue parameter contained in the boundary condition

Two point fuzzy boundary value problem with eigenvalue parameter contained in the boundary condition

... fuzzy boundary value problem is defined under the approach generalized Hukuhara differentiability ...fuzzy boundary problem with the basic solutions Φ b (x, λ ) and χ b (x, λ ) which are defined by ... See full document

8

Positive solutions to fractional boundary value problems with nonlinear boundary conditions

Positive solutions to fractional boundary value problems with nonlinear boundary conditions

... fractional boundary value problem with integral boundary con- ditions, let us refer to Vong ...ary value problem for a class of singular fractional differential equations with an integral ... See full document

15

Existence of an unbounded branch of the set of solutions for Neumann problems involving the p(x)-Laplacian

Existence of an unbounded branch of the set of solutions for Neumann problems involving the p(x)-Laplacian

... first eigenvalue of the p-Laplacian, Väth [] came at it from another viewpoint to establish the existence of a global branch of solutions for the p-Laplacian with Dirichlet boundary condition by applying ... See full document

16

Decomposition conditions for two point boundary value problems

Decomposition conditions for two point boundary value problems

... The solvability of (1.1) subject to the above Dirichlet, Neumann, periodic, and an- tiperiodic boundary conditions has been extensively studied by many authors (see [1, 2, 3, 5, 6, 7, 9, 10]). In a recent ... See full document

13

Limit theorems for solutions of stochastic differential equation problems

Limit theorems for solutions of stochastic differential equation problems

... Limit Theorem, Stochastic Eigenvalue Problem, Stochastic Boundary Value Poblem, Differential Equation... At the research of physical and engineering problems it is of great.[r] ... See full document

37

Parameters and solutions of linear and nonlinear oscillators

Parameters and solutions of linear and nonlinear oscillators

... In this work, relationship between existence of solutions for classes of nonlinear boundary value problems with equations of the form 1.1 and the smallest.. or the largest eigenvalue of [r] ... See full document

10

Variational Formulations Yielding High Order Finite Element Solutions in Smooth Domains without Curved Elements

Variational Formulations Yielding High Order Finite Element Solutions in Smooth Domains without Curved Elements

... f = −∆ u and d ≡ 0 and owing to symmetry we consider only the quarter domain given by x > 0 and y > 0 by prescribing Neumann boundary conditions on x = 0 and y = 0 . We take e = 0.5 and compute with ... See full document

13

Transparent Boundary Conditions for Time-Dependent Problems

Transparent Boundary Conditions for Time-Dependent Problems

... Transparent boundary conditions (TBCs) are required when- ever a problem is posed on a domain that has to be truncated in order to become numerically treatable, either because it is unbounded or too large ... See full document

21

Numerical Treatment of Initial Boundary Value Problems with Mixed Boundary Conditions

Numerical Treatment of Initial Boundary Value Problems with Mixed Boundary Conditions

... dary value problems in heat conduction, also they applied the modification me- thod to deal with noisy input data and obtain a stable approximate ...complicated problems with Dirichlet, Neumann or ... See full document

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