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Recent Advances in Harmonic Analysis, Operator Theory and Nonlinear Equations

This Thematic series is devoted to publishing the latest and significant results in harmonic analysis, operator theory and nonlinear equations. Its goals are to stimulate further research and to highlight recent advances in these fields, as well as to promote, encourage and bring together researchers in the fields of harmonic analysis, operator theory and nonlinear equations.

Edited by: Prof Shusen Ding, Dr Peilin Shi, Prof Yong Wang, Prof Yuming Xing

  1. Research

    Some estimates for commutators of Hausdorff operators

    In this paper, we establish some new estimates for commutators of Hausdorff operators on homogeneous Herz and Morrey-Herz spaces, which extend some previous results.

    Jie Sun and Xianliang Shi

    Journal of Inequalities and Applications 2015 2015:409

    Published on: 22 December 2015

  2. Research

    Fractional integral operator on modulation and Wiener amalgam spaces

    The purpose of this paper is to investigate the mapping properties of the fractional integral operators on weighted modulation spaces. Based on this result, we also study the boundedness of the bilinear fracti...

    Meifang Cheng and Wenyu Tao

    Journal of Inequalities and Applications 2015 2015:344

    Published on: 29 October 2015