• 学术搜索
  • 科研智能体
    • Research Labs
    • AI 阅读
    • AI 文库
    • 深度研究
    • 学者亮点
  • 学术资源
    • AI2000
    • 期刊/会议
    • 学者库
    • 学术API
    • 溯源树
    • 数据集
  • 知识沉淀
    • 学术空间
订阅小程序
旧版功能
aminer vip
开通会员低至0.73元/天
一次搞定AI科研
立即登录
  • English
  • 联系方式
    専

    専修大学

    Senshu University
    院校EST. 1880
    1,951论文总数
    2万引用总数

    Senshu University (専修大学, Senshū Daigaku) is a private university in Chiyoda, Tokyo, Japan.

    论文量&引用量时间轴

    机构学者

    排序
    Matia Okubo
    Matia Okubo
    University of Tokyo
    论文:69引用:0H-index:0
    Ken Araya
    Ken Araya
    Chinese Academy of Agricultural Mechanization Science, Senshu University
    论文:61引用:0H-index:0
    Yoshihiko Kunisato
    Yoshihiko Kunisato
    Japan Society for the Promotion of Science
    论文:56引用:0H-index:0
    Takao Mizusaki
    Takao Mizusaki
    Institute of Natural Sciences, Senshu University
    论文:42引用:0H-index:0
    Kosuke Sawa
    Kosuke Sawa
    Kwansei Gakuin University
    论文:37引用:0H-index:0
    Yoshihiko Kariya
    Yoshihiko Kariya
    Department of Environmental Geography, Senshu University
    论文:34引用:0H-index:0
    K. Kaneko
    K. Kaneko
    Department of Physics, Kyushu Sangyo University
    论文:32引用:0H-index:0
    Takahiro Mizusaki
    Takahiro Mizusaki
    Institute of Natural Sciences, Senshu University
    论文:31引用:0H-index:0
    Kenta Ishikawa
    Kenta Ishikawa
    Senshu University
    论文:25引用:0H-index:0

    论文(1951)

    年份
    起
    –
    止
    排序
    1Boundary Rigidity Theorems on Bounded Symmetric Domains and on Complex Hilbert Balls
    Hidetaka Hamada,Tatsuhiro Honda

    In this paper, we prove an n-point boundary rigidity theorem on bounded symmetric domains in & Copf;(n) and on complex Hilbert balls, respectively. Next, we prove several Burns-Krantz boundary rigidity theorems on complex Hilbert balls. Finally, we give examples which show that boundary rigidity theorems do not hold for holomorphic mappings from the unit polydisk Delta(n)to Delta(N), where N > n >= 1. The obtained results provide the improvements and extensions of the corresponding known results. (c) 2026 Elsevier Inc. All rights are reserved, including those for text and data mining, AI training, and similar technologies.

    2027JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS(2027)
    引用
    AI阅读
    加入学术空间
    2Constraining the Region in Which the Ratio B4/2 ≤ 1 in Te Isotopes Through Lifetime Measurements in 115Te
    S. Pascu, K. Kaneko, C. Qi, E. A. Cederlof, T. Mizusaki, N. Shimizu, Y. Sun, C. Mihai, M. Boromiza, D. Bucurescu, C. Costache, S. Calinescu,

    Recent measurements of B(E2) values in even-even Te isotopes have revealed a smooth evolution of quadrupole collectivity, with only a slight asymmetry across the middle of the shell. These findings confirm that the only nucleus exhibiting an "anomalous" B4/2 ratio (B4/2 G 1) in even-even Te isotopes is 114Te. To further investigate this anomaly, lifetime measurements were carried out in the odd-mass isotope 115Te (N = 63), focusing on the 15/2- and 19/2- negative-parity levels in the nu h11/2 band, which are the analog states of the 2+ and 4+ levels in neighboring even-even nuclei. The extracted B(E2) values for 115Te indicate a "normal" behavior, with a B4/2 ratio greater than unity, further restricting the extent of the anomalous region in Te isotopes with B4/2 G 1 to the lower mass region with A G 114. The results have been interpreted using multiple theoretical frameworks: the shell model with the realistic pairing plus multipole terms with monopole interaction, large-scale configuration-interaction shell-model calculations, and the interacting boson-fermion model with triaxial deformation. The models give a fair reproduction of the experimental data, but fail to capture the detailed trend in the case of the B4/2 values.

    2026PHYSICAL REVIEW C(2026)引用:87
    引用
    AI阅读
    加入学术空间
    3Effect of Stored Elastic Energy in the Bending Pole on Performance of Elite Japanese Pole Vaulters: an Estimation Based on Box Reaction Force Vector
    Tomoki Yamamoto,Yu Kashiwagi, Takafumi Kageyuki, Fumiaki Kobayashi,Kazuo Funato

    Background/Objectives: In pole vaulting, the capacity to store elastic energy within the pole (E-pole) significantly influences performance. This study investigated the characteristics of E-pole storage by analyzing the box reaction force and vector angle. Methods: Eight male pole vaulters, including World Championships participants, were examined. A motion capture system (VICON) and force plates (Kistler) were used to measure the vector angle (angle between the compression force (CF) and box reaction force vectors) and horizontal velocity of the center of gravity (COG) (Vcogh). E-pole was calculated as the integral of the CF (estimated from the box reaction forces), and pole bending displacement. The relationships between each variable and the peak height of COG (HP) were assessed using Pearson's product-moment correlation coefficients. Results: HP correlated with Vcogh in the pole plant (PP) (r = 0.82) and E-pole (r = 0.94). Vaulters with a higher HP maintained a vector angle < 2 degrees between 20% and 80% of the pole bending phase, indicating closer directional alignment between the box reaction force vector and pole chord direction, whereas vaulters with lower HP exhibited larger vector angles (4-8 degrees), associated with a relative reduction in the axial component of force transmitted to the pole. Conclusions: A smaller vector angle effectively enhanced the CF, thereby increasing pole bending and promoting greater accumulation of E-pole. Therefore, maintaining a small vector angle may enable more effective force transmission along the pole chord, and vector angle characteristics and PP horizontal velocity may assist appropriate pole selection and training strategies to enhance elastic energy storage and performance.

    2026BIOMECHANICS(2026)引用:14
    引用
    AI阅读
    加入学术空间
    4Network and Location in Spatial Competition
    Takanori Ago

    This study analyzes spatial Cournot competition in a network economy with interconnecting one central node and three peripheral nodes. The stronger (weaker) superiority of the center in transportation leads to an agglomerated (dispersed) location equilibrium. Welfare analysis shows a tendency to excess agglomeration in equilibrium compared to that in the optimum.

    2026The Annals of Regional Science(2026)引用:8
    引用
    AI阅读
    加入学术空间
    5Education As Emotional Support: Coping, Connection and Resilience among Ukrainian Students in Wartime
    Yuliana Lavrysh, Masahito Watanabe,Iryna Lytovchenko,Valentyna Lukianenko,Oksana Synekop,Oksana Chugai

    This study examines the emotional and psychological responses and coping strategies of Ukrainian students during the first two years of Russia's full-scale invasion of Ukraine. Participants included bachelor students from National Technical University of Ukraine 'Igor Sikorsky Kyiv Polytechnic Institute' who engaged in reflective writing as part of the Ibunka international virtual exchange project in 2022 and 2023. Through quantitative content analysis of 94 written reflections, the study explores the emotional and psychological responses and coping strategies of Ukrainian students during this aggression. Findings highlight the range of emotional responses - including fear, grief, anger, hope, and resilience - and demonstrate how reflective writing and peer interaction can support students' coping and psychological well-being during wartime. Theoretically, the research contributes to the growing body of education in emergencies literature, while practically, it highlights key aspects of trauma experiences that educators should be mindful of when designing and facilitating instruction in similar contexts. & Dcy;& ocy;& scy;& lcy;& iukcy;& dcy;& zhcy;& iecy;& ncy;& ncy;& yacy; & pcy;& rcy;& icy;& scy;& vcy;& yacy;& chcy;& iecy;& ncy;& iecy; & acy;& ncy;& acy;& lcy;& iukcy;& zcy;& ucy; & iecy;& mcy;& ocy;& tscy;& iukcy;& jcy;& ncy;& icy;& khcy; & iukcy; & pcy;& scy;& icy;& khcy;& ocy;& lcy;& ocy;& gcy;& iukcy;& chcy;& ncy;& icy;& khcy; & rcy;& iecy;& acy;& kcy;& tscy;& iukcy;& jcy; & tcy;& acy; & scy;& tcy;& rcy;& acy;& tcy;& iecy;& gcy;& iukcy;& jcy; & pcy;& ocy;& dcy;& ocy;& lcy;& acy;& ncy;& ncy;& yacy; & tcy;& rcy;& ucy;& dcy;& ncy;& ocy;& shchcy;& iukcy;& vcy;, & yacy;& kcy;& iukcy; & vcy;& icy;& kcy;& ocy;& rcy;& icy;& scy;& tcy;& ocy;& vcy;& ucy;& vcy;& acy;& lcy;& icy; & ucy;& kcy;& rcy;& acy;& yicy;& ncy;& scy;& softcy;& kcy;& iukcy; & scy;& tcy;& ucy;& dcy;& iecy;& ncy;& tcy;& icy; & pcy;& rcy;& ocy;& tcy;& yacy;& gcy;& ocy;& mcy; & pcy;& iecy;& rcy;& shcy;& icy;& khcy; & dcy;& vcy;& ocy;& khcy; & rcy;& ocy;& kcy;& iukcy;& vcy; & pcy;& ocy;& vcy;& ncy;& ocy;& mcy;& acy;& scy;& shcy;& tcy;& acy;& bcy;& ncy;& ocy;& gcy;& ocy; & vcy;& tcy;& ocy;& rcy;& gcy;& ncy;& iecy;& ncy;& ncy;& yacy; & Rcy;& ocy;& scy;& iukcy;& yicy; & vcy; & Ucy;& kcy;& rcy;& acy;& yicy;& ncy;& ucy;. & Scy;& tcy;& ucy;& dcy;& iecy;& ncy;& tcy;& icy; & bcy;& acy;& kcy;& acy;& lcy;& acy;& vcy;& rcy;& acy;& tcy;& ucy; & Ncy;& acy;& tscy;& iukcy;& ocy;& ncy;& acy;& lcy;& softcy;& ncy;& ocy;& gcy;& ocy; & tcy;& iecy;& khcy;& ncy;& iukcy;& chcy;& ncy;& ocy;& gcy;& ocy; & ucy;& ncy;& iukcy;& vcy;& iecy;& rcy;& scy;& icy;& tcy;& iecy;& tcy;& ucy; & Ucy;& kcy;& rcy;& acy;& yicy;& ncy;& icy; << & Kcy;& icy;& yicy;& vcy;& scy;& softcy;& kcy;& icy;& jcy; & pcy;& ocy;& lcy;& iukcy;& tcy;& iecy;& khcy;& ncy;& iukcy;& chcy;& ncy;& icy;& jcy; & iukcy;& ncy;& scy;& tcy;& icy;& tcy;& ucy;& tcy; & iukcy;& mcy;& iecy;& ncy;& iukcy; & Iukcy;& gcy;& ocy;& rcy;& yacy; & Scy;& iukcy;& kcy;& ocy;& rcy;& scy;& softcy;& kcy;& ocy;& gcy;& ocy;>> & bcy;& rcy;& acy;& lcy;& icy; & ucy;& chcy;& acy;& scy;& tcy;& softcy; & ucy; & rcy;& iecy;& fcy;& lcy;& iecy;& kcy;& scy;& icy;& vcy;& ncy;& ocy;& mcy;& ucy; & pcy;& icy;& scy;& softcy;& mcy;& iukcy; & vcy; & mcy;& iecy;& zhcy;& acy;& khcy; & mcy;& iukcy;& zhcy;& ncy;& acy;& rcy;& ocy;& dcy;& ncy;& ocy;& gcy;& ocy; & pcy;& rcy;& ocy;& jukcy;& kcy;& tcy;& ucy; & vcy;& iukcy;& rcy;& tcy;& ucy;& acy;& lcy;& softcy;& ncy;& ocy;& gcy;& ocy; & ocy;& bcy;& mcy;& iukcy;& ncy;& ucy; Ibunka & ucy; 2022 & tcy;& acy; 2023 & rcy;& ocy;& kcy;& acy;& khcy;. & Zcy;& ac & Rcy;& iecy;& zcy;& ucy;& lcy;& softcy;& tcy;& acy;& tcy;& icy; & vcy;& icy;& scy;& vcy;& iukcy;& tcy;& lcy;& yucy;& yucy;& tcy;& softcy; & rcy;& iukcy;& zcy;& ncy;& ocy;& mcy;& acy;& ncy;& iukcy;& tcy;& tcy;& yacy; & iecy;& mcy;& ocy;& tscy;& iukcy;& jcy;& ncy;& icy;& khcy; & pcy;& iecy;& rcy;& iecy;& zhcy;& icy;& vcy;& acy;& ncy;& softcy;, & zcy;& ocy;& kcy;& rcy;& iecy;& mcy;& acy;, & scy;& tcy;& rcy;& acy;& khcy;, & gcy;& ocy;& rcy;& iecy;, & gcy;& ncy;& iukcy;& vcy;, & ncy;& acy;& dcy;& iukcy;& yucy; & tcy;& acy; & scy;& tcy;& iukcy;& jcy;& kcy;& iukcy;& scy;& tcy;& softcy; & iukcy; & dcy;& iecy;& mcy;& ocy;& ncy;& scy;& tcy;& rcy;& ucy;& yucy;& tcy;& softcy;, & shchcy;& ocy; & rcy;& iecy;& fcy;& lcy;& iecy;& kcy;& scy;& icy;& vcy;& ncy;& iecy; & pcy;& icy;& scy;& softcy;& mcy;& ocy; & tcy;& acy; & vcy;& zcy;& acy;& jukcy;& mcy;& ocy;& dcy;& iukcy;& yacy; & zcy; & ocy;& dcy;& ncy;& ocy;& lcy;& iukcy;& tcy;& kcy;& acy;& mcy;& icy; & mcy;& ocy;& zhcy;& ucy;& tcy;& softcy; & scy;& pcy;& rcy;& icy;& yacy;& tcy;& icy; & iecy;& mcy;& ocy;& tscy;& iukcy;& jcy;& ncy;& ocy;& mcy;& ucy; & vcy;& iukcy;& dcy;& ncy;& ocy;& vcy;& lcy;& iecy;& ncy;& ncy;& yucy; & tcy;& acy; & zcy;& bcy;& iecy;& rcy;& iecy;& zhcy;& iecy;& ncy;& ncy;& yucy; & pcy;& scy;& icy;& khcy;& ocy;& lcy;& ocy;& gcy;& iukcy;& chcy;& ncy;& ocy;& yicy; & scy;& tcy;& iukcy;& jcy;& kcy;& ocy;& scy;& tcy;& iukcy; & scy;& tcy;& ucy;& dcy;& iecy;& ncy;& tcy;& iukcy;& vcy; & vcy; & ucy;& mcy;& ocy;& vcy;& acy;& khcy; & vcy;& iukcy;& jcy;& ncy;& icy;. & Dcy;& ocy;& scy;& lcy;& iukcy;& dcy;& zhcy;& iecy;& ncy;& ncy;& yacy; & pcy;& ocy;& gcy;& lcy;& icy;& bcy;& lcy;& yucy;& jukcy; & scy;& ucy;& chcy;& acy;& scy;& ncy;& iukcy; & ncy;& acy;& ucy;& kcy;& ocy;& vcy;& iukcy; & ucy;& yacy;& vcy;& lcy;& iecy;& ncy;& ncy;& yacy; & pcy;& rcy;& ocy; & rcy;& ocy;& lcy;& softcy; & ocy;& scy;& vcy;& iukcy;& tcy;& icy; & vcy; & scy;& icy;& tcy;& ucy;& acy;& tscy;& iukcy;& yacy;& khcy; & zcy;& bcy;& rcy;& ocy;& jcy;& ncy;& ocy;& gcy;& ocy; & kcy;& ocy;& ncy;& fcy;& lcy;& iukcy;& kcy;& tcy;& ucy; & tcy;& acy; & ocy;& kcy;& rcy;& iecy;& scy;& lcy;& yucy;& jukcy; & kcy;& lcy;& yucy;& chcy;& ocy;& vcy;& iukcy; & acy;& scy;& pcy;& iecy;& kcy;& tcy;& icy; & tcy;& rcy;& acy;& vcy;& mcy;& acy;& tcy;& icy;& chcy;& ncy;& ocy;& gcy;& ocy; & dcy;& ocy;& scy;& vcy;& iukcy;& dcy;& ucy;, & yacy;& kcy;& iukcy; & vcy;& icy;& kcy;& lcy;& acy;& dcy;& acy;& chcy;& acy;& mcy; & vcy;& acy;& rcy;& tcy;& ocy; & vcy;& rcy;& acy;& khcy;& ocy;& vc

    2026TEACHING IN HIGHER EDUCATION(2026)引用:1
    引用
    AI阅读
    加入学术空间
    立即登录,查看全部 1951 篇论文

    合作机构(100)

    东京大学合作论文 163
    筑波大学合作论文 59
    北海道大学合作论文 53
    九州産業大学合作论文 50
    京都大学合作论文 44
    上海交通大学合作论文 36
    庆应义塾大学合作论文 36
    早稻田大学合作论文 35
    大阪大学合作论文 35
    会津大学合作论文 29

    机构统计