Tokyo University of Science Repository for Academic Resources / 東京理科大学学術リポジトリ
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    <査読論文> 王妃マリー・ド・メディシスの表象とパトロネージ ―17 世紀初頭における自己イメージの形成

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    departmental bulletin pape

    <査読論文> AI Applications in Foreign Language Learning and Assessment

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    departmental bulletin pape

    ヒトゲノム多様性データベースの統合と集団遺伝解析

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    東京理科大学博士(薬科学)2024doctoral thesi

    Noisy Intermediate-Scale Quantum Computation Algorithms : machine learning, secure cloud computing, quantum annealing, and error mitigation

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    東京理科大学博士(理学)2024doctoral thesi

    Study of emergence and control of hidden order in transition metal chalcogenides

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    東京理科大学博士(理学)2024doctoral thesi

    学習者間の相互作用を通した 授業内外のノートテイキング支援システムの開発

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    東京理科大学博士(学術)2024doctoral thesi

    グリース潤滑された小型玉軸受の トルク安定条件に関する実験的研究

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    東京理科大学博士(工学)2024doctoral thesi

    樹状細胞の遺伝子発現を制御する転写因子ネットワークの解析

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    東京理科大学博士(工学)2024doctoral thesi

    Conformal quasi-Yamabe soliton and conformal gradient quasi-Yamabe soliton on 3-dimensional trans-Sasakian manifold

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    In the framework of a three-dimensional trans-Sasakian manifold, the main objective of the present paper is to provide a complete analysis of conformal quasi-Yamabe soliton as well as conformal gradient quasi-Yamabe soliton. Firstly, we investigate that three dimensional trans-Sasakian manifold as conformal quasi-Yamabe soliton reduces to quasi-Sasakian manifold, the vector field is infinitesimal contact transformation and some other results are also proved. Lastly, we have to study conformal gradient quasi-Yamabe soliton on three dimensional trans-Sasakian manifold. Here, we have proved that either the scalar curvature is constant or the vector fields is pointwise collinear with the Reeb vector field.departmental bulletin pape

    Reduction theorem for support τ -tilting modules over group algebras

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    In studying the structure of derived categories of module categories of group algebras or their blocks, it is fundamental to classify support τ -tilting modules. Koshio and Kozakai showed that the structure of support τ -tilting modules over blocks of finite groups can be reduced to that of their subgroups under suitable conditions. We show that the ‘quotient reduction’ is also valid under suitable conditions.departmental bulletin pape

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    Tokyo University of Science Repository for Academic Resources / 東京理科大学学術リポジトリ
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