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  1. The self-adjoint matrix Sturm–Liouville operator on a finite interval with a boundary condition in general form is studied. We obtain asymptotic formulas for the eigenvalues and the weight matrices of the cons...

    Authors: Natalia P. Bondarenko

    Citation: Boundary Value Problems 2019 2019:178

    Content type: Research

    Published on:

  2. A multiple integral finite volume method combined and Lagrange interpolation are applied in this paper to the Rosenau-RLW (RRLW) equation. We construct a two-level implicit fully discrete scheme for the RRLW e...

    Authors: Cui Guo, Fang Li, Wenping Zhang and Yuesheng Luo

    Citation: Boundary Value Problems 2019 2019:168

    Content type: Research

    Published on:

  3. The topological sensitivity analysis method gives the variation of a criterion with respect to the creation of a small hole in the domain. In this paper, we use this method to solve an inverse problem related ...

    Authors: Emna Ghezaiel, Maatoug Hassine, Mohamed Abdelwahed and Nejmeddine Chorfi

    Citation: Boundary Value Problems 2019 2019:167

    Content type: Research

    Published on:

  4. In this paper, we introduce the concept of almost-complete-closed time scales (ACCTS) that allows independent variables of functions to possess almost-periodicity under translations. For this new type of time ...

    Authors: Chao Wang, Ravi P. Agarwal, Donal O’Regan and Rathinasamy Sakthivel

    Citation: Boundary Value Problems 2019 2019:165

    Content type: Research

    Published on:

  5. This paper is concerned with the existence of a sign-changing solution to a class of quasilinear Schrödinger–Poisson systems. There are some technical difficulties in applying variational methods directly to t...

    Authors: Lizhen Chen, Xiaojing Feng and Xinan Hao

    Citation: Boundary Value Problems 2019 2019:159

    Content type: Research

    Published on:

  6. In this paper, we are concerned with the existence of global weak solutions to the compressible Navier–Stokes–Poisson equations with the non-flat doping profile when the viscosity coefficients are density-depe...

    Authors: Meiying Cui and Wenjing Song

    Citation: Boundary Value Problems 2019 2019:157

    Content type: Research

    Published on:

  7. In this paper, we present a reliable combination of the maximum modulus method with respect to the Schrödinger operator (Meng in J. Syst. Sci. Complex. 16:446–452, 2003) and Phragmén–Lindelöf method (Shehu in Mat...

    Authors: Zhen Liu

    Citation: Boundary Value Problems 2019 2019:153

    Content type: Research

    Published on:

  8. This paper is devoted to modifying the Schrödinger-type identity related to singular boundary value problem in (Zhang et al. in Bound. Value Probl. 2018:135, 2018). We also present some mathematical consequences ...

    Authors: Hongjun He and Zhifeng Pang

    Citation: Boundary Value Problems 2019 2019:147

    Content type: Research

    Published on:

  9. By using monotone iterative method, the extremal solutions and the unique solution are obtained for a nonlinear fractional p-Laplacian boundary value problem involving fractional conformable derivatives and nonlo...

    Authors: Jianfang Qin, Guotao Wang, Lihong Zhang and Bashir Ahmad

    Citation: Boundary Value Problems 2019 2019:145

    Content type: Research

    Published on:

  10. This paper is concerned with homogenization of p-Laplace equations with rapidly oscillating periodic coefficients. The main difficulty of this work is due to the nonlinear structure in this field concerning p-Lap...

    Authors: Jie Zhao and Juan Wang

    Citation: Boundary Value Problems 2019 2019:143

    Content type: Research

    Published on:

  11. In the current study, by using some fixed point technique such as Banach contraction principle and fixed point theorem of Krasnoselskii, we look into the positive solutions for fractional differential equation

    Authors: Vahid Hedayati and Mohammad Esmael Samei

    Citation: Boundary Value Problems 2019 2019:141

    Content type: Research

    Published on:

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