Onishi Kensuke

オオニシケンスケ | Onishi Kensuke

Affiliation and department：
Job title： Lecturer
Homepage URL (1)： https://sites.google.com/view/ss17thlab/member/onishi

Research field (2)： Educational technology , Information theory

Research keywords (3)： Education Engineering , 索引構造 , 計算幾何

Research theme for competitive and other funds (10)：

2018 - 2021 Implementation and evaluation of mathematics and scientific teaching material using mobile virtual reality
2010 - 2012 A study of shape retrieval on programmable gadget and its implementation
2008 - 2010 Link Invariant From The Computational Topological Viewpoint
2005 - 2007 Link Theory from the Computational Topological Viewpoint
2004 - 2006 A Study on Music Information Retrieval using Compressed Domain of MPEG-4

Show all

Papers (36)：

Kensuke Onishi. Evaluation of a Data Structure Viewer for Educational Practice. IFIP Advances in Information and Communication Technology. 2023. 504-516
Takumi Daimon, Kensuke Onishi. Evaluation of a System for Generating Programming Problems Using Form Services. IFIP Advances in Information and Communication Technology. 2023. 491-503
Takumi Daimon, Kensuke Onishi, Hiroshi Aoyama. Development of Browser-based Programming Execution Environment XTetra and Its Evaluation with Educational Practice. IPSJ Transactions on Computers and Education. 2023. 9. 1. 23-32
Shunya Uekusa, Kensuke Onishi, Teruyuki Kitabayashi. Development and Evaluation of VVRPlot, a Smart Phone Application for Drawing Two-Variable Functions in VR Space Using Speech Recognition. 2022 20th International Conference on ICT and Knowledge Engineering (ICT&KE). 2022. 2022-November
Kensuke Onishi. HyFlex Lecture on Data Structures and Algorithms and its evaluation. 2021. 2021. 269-276

ｍore...

MISC (6)：

大西建輔. ゼロからはじめるアルゴリズム 1)アルゴリズムを見よう. 情報処理. 2020. 61. 9
Riemannian Computational Geometry --The Convex Hull and Voronoi Diagram in Hyperbolic Space --. Computational Geometry Theory and Applications. 2001
Kensuke Onishi, Hiroshi Imai. Riemannian computational geometry: Voronoi diagram delaunay-type triangulation in dually flat space. Discrete & Computational Geometry. 1998
大西建輔. 統計パラメタ空間におけるVoronoi diagramの離散構造(計算理論とその応用). 数理解析研究所講究録. 1997. 992. 106-113
謝評芳, 大西建輔. mm-GNAT における分割点集合の選択手法に関する研究 (アルゴリズムと計算理論の新展開). 数理解析研究所講究録. 2012. 1799. 171-178

ｍore...

Books (3)：

Lectures and oral presentations (36)：

VR空間での音声認識による 2変数関数描画スマートフォンアプリVVRPlotの開発とその評価
(情報処理学会, 第83回全国大会 2021)
Educational Practice Using Data Structure Viewer and Its Evaluation
(2020)
A computation method of minimum-comparison sorting network using BDD
(情報処理学会, 研究報告アルゴリズム(AL)2020-AL-177 No.8 2020)
斜方投射VRアプリを用いた教育実践とその評価
(情報処理学会, 研究報告コンピュータと教育(CE), 2019-CE-152 No.17 2019)
Development of browser-based programming environment ”Tetra”
(情報処理学会, 研究報告コンピュータと教育(CE), 2019-CE-151 No.9 2019)

ｍore...

Works (5)：

Education (3)：

1995 - 1998 Kobe University Graduate School, Division of National Science and Technology
1993 - 1995 Kobe University Graduate School of Science Division of Mathematics
1989 - 1993 Kobe University Faculty of Science Department of Mathematics

Professional career (2)：

Work history (3)：

2013/04 - 現在 Tokai University School of Science Department of Mathematical Sciences
2004/04 - 2013/03 Tokai University School of Science Department of Mathematical Sciences
1998 - 2004 The University of Electro-Communications Graduate School of Information Systems

Committee career (9)：

Show all

Awards (1)：

Association Membership(s) (3)：

Institute of Electrical and Electronics Engineers (IEEE) , Association for Computing Machinery , Information Processing Society of Japan

※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

Return to Previous Page