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  1. Content type: Research

    In this paper, we introduce the fuzzy Caputo–Fabrizio operator under generalized Hukuhara differentiability concept. In this setting, we study the linear fuzzy fractional initial value problems and present the...

    Authors: R. Abdollahi, A. Khastan, J. J. Nieto and R. Rodríguez-López

    Citation: Boundary Value Problems 2018 2018:91

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  2. Content type: Research

    By using the fractional Caputo–Fabrizio derivative, we introduce two types new high order derivations called CFD and DCF. Also, we study the existence of solutions for two such type high order fractional integ...

    Authors: Melike S. Aydogan, Dumitru Baleanu, Asef Mousalou and Shahram Rezapour

    Citation: Boundary Value Problems 2018 2018:90

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  3. Content type: Research

    In this paper, we focus on the convergence analysis and error estimation for the unique solution of a p-Laplacian fractional differential equation with singular decreasing nonlinearity. By introducing a double it...

    Authors: Jing Wu, Xinguang Zhang, Lishan Liu, Yonghong Wu and Yujun Cui

    Citation: Boundary Value Problems 2018 2018:82

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  4. Content type: Research

    This article is devoted to the study of a nonlinear Schrödinger equation with an x-periodic and t-quasi-periodic quintic nonlinear term. It is proved that the equation admits small-amplitude, linearly stable, rea...

    Authors: Yi Wang, Jie Liu and Min Zhang

    Citation: Boundary Value Problems 2018 2018:76

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  5. Content type: Retraction Note

    The editors have retracted this article [1] as it contains sections that substantially overlap with the following articles [2–4]. The authors have not responded to any correspondence regarding this retraction.

    Authors: Ruihua Gao, Faxing Wang, Xiaodan Zhang and Yuguang Wang

    Citation: Boundary Value Problems 2018 2018:69

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    The original article was published in Boundary Value Problems 2017 2017:58

  6. Content type: Research

    We consider a one-dimensional perturbation of the convolution integro-differential operator of arbitrary order on a finite interval. The inverse problem of recovering the convolution component from the spectru...

    Authors: S. A. Buterin and S. V. Vasiliev

    Citation: Boundary Value Problems 2018 2018:55

    Published on:

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