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    东芝

    东芝

    Toshiba Inc.
    企业EST. 1939
    6,697论文总数
    9万引用总数

    东芝 (Toshiba),是日本最大的半导体制造商,也是第二大综合电机制造商,隶属于三井集团。公司创立于1875年7月,原名东京芝浦电气株式会社,1939年由东京电气株式会社和芝浦制作所合并而成。 东芝业务领域包括数码产品、电子元器件、社会基础设备、家电等。20世纪80年代以来,东芝从一个以家用电器、重型电机为主体的企业,转变为包括通讯、电子在内的综合电子电器企业。进入90年代,东芝在数字技术、移动通信技术和网络技术等领域取得了飞速发展,成功从家电行业的巨人转变为IT行业的先锋。 2019年5月,ICinsghts发布了2019年Q1季度全球半导体市场报告,东芝公司营收下滑了31%,排名从2018年的第八降至现在的第九。

    论文量&引用量时间轴

    机构学者

    排序
    Stephen Rudin
    Stephen Rudin
    Toshiba Stroke Research Center, University at Buffalo (SUNY)
    论文:55引用:0H-index:0
    Yuji SANO
    Yuji SANO
    SANKEN, Osaka University
    论文:54引用:0H-index:0
    Daniel Bednarek
    Daniel Bednarek
    School of Medicine and Biomedical Sciences, State University of New York at Buffalo
    论文:50引用:0H-index:0
    Kenneth R. Hoffmann
    Kenneth R. Hoffmann
    University at Buffalo;Department of Neurosurgery
    论文:29引用:0H-index:0
    Tadashi Narabayashi
    Tadashi Narabayashi
    Department of Mechanical and Intelligent System Engineering, Hokkaido University
    论文:26引用:0H-index:0
    Yoshiyasu Itoh
    Yoshiyasu Itoh
    IHP
    论文:22引用:0H-index:0
    minoru mukai
    minoru mukai
    Corporate Research & Development Center, Toshiba Corporation
    论文:20引用:0H-index:0
    Nobuto Matsuhira
    Nobuto Matsuhira
    Copyright © 2000-2007 Department of System Design Engineering. All rights reserved
    论文:19引用:0H-index:0
    Michitsugu Mori
    Michitsugu Mori
    Collaborative Laboratories for Advanced Decommissioning Science, Japan Atomic Energy Agency;Graduate School of Engineering, Hokkaido University
    论文:18引用:0H-index:0

    论文(6697)

    年份
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    排序
    1Edge-of-chaos Enhanced Quantum-Inspired Algorithm for Combinatorial Optimization
    Hayato Goto, Ryo Hidaka,Kosuke Tatsumura

    Nonlinear dynamical systems with continuous variables can be used for solving combinatorial optimization problems with discrete variables. Numerical simulations of them are also useful as heuristic algorithms with a desirable property, namely, parallelizability, which allows us to execute them in a massively parallel manner, leading to ultrafast performance. However, the dynamical-system approaches with continuous variables are usually less accurate than conventional approaches with discrete variables such as simulated annealing. To improve the solution accuracy of a quantum-inspired algorithm called simulated bifurcation (SB), which was found from classical simulation of a quantum nonlinear oscillator network exhibiting quantum bifurcation, here we generalize it by introducing nonlinear control of individual bifurcation parameters and show that the generalized SB (GSB) can achieve surprisingly high performance, namely, almost 100% success probabilities for some large-scale problems. As a result, the time to solution for a 2000-variable problem is shortened to 10 ms by a GSB-based machine, which is 2 orders of magnitude shorter than the best known value, 1.3 s, previously obtained by an SB-based machine. To examine the reason for the ultrahigh performance, we investigated chaos in the GSB changing the nonlinear-control strength and found that the dramatic increase of success probabilities happens near the edge of chaos. That is, the GSB can find a solution with high probability by harnessing the edge of chaos. This finding suggests that dynamical-system approaches to combinatorial optimization will be enhanced by harnessing the edge of chaos, opening a broad possibility for physics-inspired approaches to combinatorial optimization.

    2026PHYSICAL REVIEW APPLIED(2026)引用:5
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    2Warm-Start Level Set Optimization of Synchronous Reluctance Motors Via Objective-Based Latent Space Shaping
    Masahiro Kishi,Shinji Wakao,Hiroaki Makino,Katsutoku Takeuchi,Makoto Matsushita

    This paper proposes a warm-start design optimization method based on potential-shaped latent representations learned by a variational autoencoder (VAE). The latent space is structured so that objective function values correspond to a quadratic potential, concentrating high-performance designs near the origin without explicit latent-space optimization. Candidate designs are generated by sampling the latent space around the origin and subsequently refined using level-set-based optimization. The effectiveness of the proposed method is demonstrated through rotor flux-barrier shape optimization of a synchronous reluctance motor.

    2026IEEE Transactions on Magnetics(2026)
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    3Latest Technologies for an Adjustable-Speed Pumped-Storage Hydropower System with Doubly-Fed Induction Machine and Secondary Excitation Converter
    Yushi Koyama, Hironari Kaneda, Junji Mori, Tomoyoshi Toshimitsu, Ayumu Tokiwa

    We introduce latest power electronics technologies for adjustable-speed pumped-storage hydropower systems based on the converter renewal of Unit 2 at the Electric Power Development Co., Ltd. Okukiyotsu No. 2 Hydropower Station. The system includes a doubly-fed induction machine and a secondary excitation converter. Controlling the excitation converter provides fast and flexible system output/input in generation and pump operations. While pre-renewal excitation converter employed Gate-Turn-Off thyristor as the switching device, the renewed one employed Injection Enhanced Gate Transistors. This change reduced the loss and the volume of the excitation converter by approximately 26% and 37%, respectively, compared to the pre-renewal converter. Moreover, the total self-startup time of the doubly-fed induction machine was reduced by approximately 18%.

    20262026 International Power Electronics Conference (IPEC-Nagasaki 2026 - ECCE Asia)(2026)
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    4Dialogue System Symposium
    Koichiro Yoshino,Michimasa Inaba,Reina Akama,Koji Inoue,Shogo Okada, Yuka Kobayashi,Shiki Sato,Seitaro Shinagawa,Hiroaki Sugiyama,Ryoko Tokuhisa,Hiromi Narimatsu,Jun Baba,
    2026Journal of Natural Language Processing(2026)
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    5Development of Superconducting Magnets for Semiconductor Single-Crystal Silicon Growth
    Takumi MIZUTANI, Shohei TAKAMI,Tomofumi ORIKASA
    2026TEION KOGAKU (Journal of Cryogenics and Superconductivity Society of Japan)(2026)
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    合作机构(100)

    东京大学合作论文 199
    日立合作论文 170
    东京电力公司合作论文 156
    东京工业大学合作论文 117
    东北大学(日本)合作论文 111
    大阪大学合作论文 93
    京都大学合作论文 79
    電力中央研究所合作论文 77
    中部電力合作论文 64
    三菱重工业合作论文 62

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