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Variational Analysis and Fixed Point Theory

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  1. Research

    General split equality problems in Hilbert spaces

    A new convex feasibility problem, the split equality problem (SEP), has been proposed by Moudafi and Byrne. The SEP was solved through the ACQA and ARCQA algorithms. In this paper the SEPs are extended to infi...

    Rudong Chen, Jie Wang and Huiwen Zhang

    Fixed Point Theory and Applications 2014 2014:35

    Published on: 13 February 2014

  2. Research

    Convergence theorems for some multi-valued generalized nonexpansive mappings

    In this paper, we propose an algorithms for finding a common fixed point of an infinite family of multi-valued generalized nonexpansive mappings in uniformly convex Banach spaces. Under suitable conditions some s...

    Shih-sen Chang, Yong-kun Tang, Lin Wang, Yu-guang Xu, Yun-he Zhao and Gang Wang

    Fixed Point Theory and Applications 2014 2014:33

    Published on: 11 February 2014

  3. Research

    Relaxed and composite viscosity methods for variational inequalities, fixed points of nonexpansive mappings and zeros of accretive operators

    In this paper, we present relaxed and composite viscosity methods for computing a common solution of a general systems of variational inequalities, common fixed points of infinitely many nonexpansive mappings ...

    Lu-Chuan Ceng, Abdullah Al-Otaibi, Qamrul Hasan Ansari and Abdul Latif

    Fixed Point Theory and Applications 2014 2014:29

    Published on: 4 February 2014

  4. Research

    A note on spherical maxima sharing the same Lagrange multiplier

    In this paper, we establish a general result on spherical maxima sharing the same Lagrange multiplier of which the following is a particular consequence: Let X be a real Hilbert space. For each

    Biagio Ricceri

    Fixed Point Theory and Applications 2014 2014:25

    Published on: 31 January 2014

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