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en:intro:researches:optimization [2019/10/16 13:01] – [Decentralized Optimization Algorithms] Hideaki IIDUKAen:intro:researches:optimization [2019/11/20 10:01] – [Decentralized Optimization Algorithms] Hideaki IIDUKA
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 The following are the results of the algorithms based on the above methods. The following are the results of the algorithms based on the above methods.
 ==== Decentralized Optimization Algorithms ==== ==== Decentralized Optimization Algorithms ====
 +  * K. Shimizu, K. Hishinuma, [[:en:iiduka:|H. Iiduka]]: Parallel Computing Proximal Method for Nonsmooth Convex Optimization with Fixed Point Constraints of Quasi-nonexpansive Mappings, submitted 
 +  * H. Oishi, Y. Kobayashi, [[:en:iiduka:|H. Iiduka]]: Incremental Proximal Method for Nonsmooth Convex Optimization with Fixed Point Constraints of Quasi-nonexpansive Mappings, Linear and Nonlinear Analysis (accepted)
   * [[:en:iiduka:|H. Iiduka]]: [[https://ieeexplore.ieee.org/document/8584116|Distributed Optimization for Network Resource Allocation with Nonsmooth Utility Functions]], IEEE Transactions on Control of Network Systems (accepted)   * [[:en:iiduka:|H. Iiduka]]: [[https://ieeexplore.ieee.org/document/8584116|Distributed Optimization for Network Resource Allocation with Nonsmooth Utility Functions]], IEEE Transactions on Control of Network Systems (accepted)
   * K. Hishinuma and [[en:iiduka:|H. Iiduka]]: Convergence Analysis of Incremental and Parallel Line Search Subgradient Methods in Hilbert Space, Journal of Nonlinear and Convex Analysis: Special Issue-Dedicated to Wataru Takahashi on the occasion of his 75th birth day, Vol. 20, No. 9, pp.1937-1947, 2019.   * K. Hishinuma and [[en:iiduka:|H. Iiduka]]: Convergence Analysis of Incremental and Parallel Line Search Subgradient Methods in Hilbert Space, Journal of Nonlinear and Convex Analysis: Special Issue-Dedicated to Wataru Takahashi on the occasion of his 75th birth day, Vol. 20, No. 9, pp.1937-1947, 2019.
  • en/intro/researches/optimization.txt
  • 最終更新: 2020/02/21 11:33
  • by Hideaki IIDUKA