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J-GLOBAL ID：202101011934381322   Update date: Apr. 02, 2024

TANAKA Hitoshi

タナカ ヒトシ | TANAKA Hitoshi
Affiliation and department：
Tsukuba University of Technology Research and Support Center on Higher Education for the Hearing and Visually Impaired

About Tsukuba University of Technology Research and Support Center on Higher Education for the Hearing and Visually Impaired


Research theme for competitive and other funds  (9)：
  • 2023 - 2028 Research and development of an interactive program for the visually impaired to improve 3D tactile perceptional abilities combining polyhedron unit in silver ratio, which is called, "INFORMART"
  • 2020 - 2025 調和解析における実関数論の方法とその応用
  • 2019 - 2023 The theory of weights, evolution and refinement
  • 2019 - 2022 A refinement and development of mathematical analysis by means of function spaces
  • 2016 - 2020 Harmonic Analysis by the methods of real analysis
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Papers (70)：
  • Naoya Hatano, Ryota Kawasumi, Hiroki Saito, Hitoshi Tanaka. Choquet integrals, Hausdorff content and sparse operators. arXiv:2310.10135 (math.FA). 2023
  • Naoya Hatano, Ryota Kawasumi, Hiroki Saito, Hitoshi Tanaka. Choquet integrals, Hausdorff content and fractional operators. arXiv:2308.00915 (math.FA), Bull. Austral. Math. Soc., online,12 pages. 2023
  • Hitoshi Tanaka. The rectangular fractional integral operators. arXiv:2309.15410 (math.CA). 2023
  • Saito H, Tanaka H. Dual of the Choquet spaces with general Hausdorff content. Studia Math. 2022. 266. 323-335
  • Tanaka H. Two-weight norm inequalities for product fractional integral operators. Bull. Sci Math. 2021. 166
ｍore...
MISC (4)：
  • 嶋村幸仁, 田中仁. 「数学」教員養成における視覚障害者の教育方法に関する研究. 筑波技術大学テクノレポート. 2021. 29. 1. 125-126
  • 佐藤将朗, 田中仁. 全盲の数学者事例から考える触覚的技能と特別支援教育. 上越教育大学特別支援教育実践研究センター紀要. 2021. 27. 1-6
  • 小林 ゆきの, 宮城 愛美, 田中 仁, 金堀 利洋, 天野 和彦, 香田 泰子. 視覚障害学生の教育に関する現状と課題. 筑波技術大学テクノレポート. 2020. 27. 2. 23-29
  • 田中仁. 統一英語点字(UEB)解説マニュアル翻訳事業. 筑波技術大学テクノレポート. 2020. 28. 1. 109-109
Lectures and oral presentations  (7)：
  • The dyadic analysis with cubes and rectangles, 3; the tiling Morrey spaces
    (第39回 調和解析セミナー 2024)
  • The dyadic analysis with cubes and rectangles, 2; Carleson-type embedding theorems
    (第39回 調和解析セミナー 2024)
  • The dyadic analysis with cubes and rectangles, 1; generalized Hardy-Littlewood-Sobolev inequality for rectangular fractional integral operators
    (第39回 調和解析セミナー 2024)
  • 2進立方体解析・2進直方体解析
    (2023日本数学会年会、実関数論分科会特別講演 2023)
  • The rectangular fractional integral operaators
    (NCTS Conference on Fractional Integrals and Related Phenomena in Analysis 2022)
ｍore...
Professional career (1)：
  • "The Kakeya maximal operator and the Riesz-Bochner operator on functions of special type" (Gakushuin University)
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