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  1. The Poisson–Boltzmann equation is derived from the assumption of thermodynamic equilibrium where the ionic distribution is not affected by fluid flow. Although this is a reasonable assumption for steady electr...

    Authors: Muhammad Sohail Khan, Rehan Ali Shah, Amjad Ali and Aamir Khan

    Citation: Boundary Value Problems 2019 2019:107

    Content type: Review

    Published on:

  2. This paper considers the boundary value problem for a class of fractional integro-differential coupled systems with Hadamard fractional calculus and impulses. Some sufficient conditions of the existence and un...

    Authors: Kaihong Zhao, Leping Suo and Yongzhi Liao

    Citation: Boundary Value Problems 2019 2019:105

    Content type: Research

    Published on:

  3. In this paper, Turing patterns and steady state bifurcation of a diffusive Beddington–DeAngelis-type predator–prey model with density-dependent death rate for the predator are considered. We first investigate ...

    Authors: Hongwu Xu and Shengmao Fu

    Citation: Boundary Value Problems 2019 2019:102

    Content type: Research

    Published on:

  4. In this article, we study some Riemann–Hilbert problems with shift on the Lyapunov curve for generalized polyanalytic functions, which are null-solutions of a class of iterated Beltrami equations. Firstly, we ...

    Authors: Guoan Guo, Chenkai Jin, Pei Dang and Zhihua Du

    Citation: Boundary Value Problems 2019 2019:98

    Content type: Research

    Published on:

  5. In the paper the convergence of a finite difference scheme for two-dimensional nonlinear elliptic equation in the rectangular domain with the integral boundary condition is considered. The majorant is construc...

    Authors: Mifodijus Sapagovas, Olga Štikonienė, Kristina Jakubėlienė and Regimantas Čiupaila

    Citation: Boundary Value Problems 2019 2019:94

    Content type: Research

    Published on:

  6. The Editors-in-Chief have retracted this article [1] because the results of the article are invalid. The article also shows significant overlap with an article by Tan et al. [2] that was simultaneously under c...

    Authors: Wei Yang, Jiannan Duan, Wenmin Hu and Jing Zhang

    Citation: Boundary Value Problems 2019 2019:93

    Content type: Retraction Note

    Published on:

    The original article was published in Boundary Value Problems 2017 2017:165

  7. We propose to implement the mortar spectral elements discretization of the heat equation in a bounded two-dimensional domain with a piecewise continuous diffusion coefficient. The discretization on time is bas...

    Authors: Mohamed Abdelwahed and Nejmeddine Chorfi

    Citation: Boundary Value Problems 2019 2019:80

    Content type: Research

    Published on:

  8. We first show that four fractional integro-differential inclusions have solutions. Also, we show that dimension of the set of solutions for the second fractional integro-differential inclusion problem is infin...

    Authors: Dumitru Baleanu, Shahram Rezapour and Zohreh Saberpour

    Citation: Boundary Value Problems 2019 2019:79

    Content type: Research

    Published on:

  9. This paper is concerned with the impact of the parameter on the existence of different types of solutions for a class of nonlinear fractional integral boundary value problems with a parameter that causes the s...

    Authors: Wenxia Wang

    Citation: Boundary Value Problems 2019 2019:76

    Content type: Research

    Published on:

  10. In this paper, the problem of synchronization of a class of spatiotemporal fractional-order partial differential systems is studied. Subject to homogeneous Neumann boundary conditions and using fractional Lyap...

    Authors: Adel Ouannas, Xiong Wang, Viet-Thanh Pham, Giuseppe Grassi and Van Van Huynh

    Citation: Boundary Value Problems 2019 2019:74

    Content type: Research

    Published on:

  11. This paper deals with the existence of solution for an impulsive Riemann–Liouville fractional neutral functional stochastic differential equation with infinite delay of order ...

    Authors: Yuchen Guo, Xiao-Bao Shu, Yongjin Li and Fei Xu

    Citation: Boundary Value Problems 2019 2019:59

    Content type: Research

    Published on:

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