教員の写真

Profile

京都大学大学院理学研究科修士課程修了。京都大学大学院理学研究科博士課程修了、博士号取得。1997年より名古屋商科大学に任務。現在、名古屋商科大学国際学部教授。数学を専門とし、主に微分幾何学の分野において,リーマン多様体の研究を行う。現在の研究内容は「リーマン多様体での経路積分の構成法」、共同研究として「AHPの割り当て問題」。

Specialized Field

Differential Geometry

Academic Background

Ph.D. (Kyoto University)

Research Papers

  • "A Case study on the evaluation of entrepreneurial ability of Participants at Nisshin Tourist Town Development event through Analytic Hierarchy Process", Journal of Global Business Society, Vol.4 No.1, 201803
  • "A NEW APPROACH TO REDUCE THE BURDEN OF PAIRWISE -COMPARISON ON THE AHP", SCIENTIAE MATHEMATICAE JAPONICAE, e-2017 No.30, 201709
  • "A Vector Field on Path Spaces", NUCB Journal of Economics and Information Science, Vol.60 No.2, 201604
  • "An Attempt to build a parser on TeX Type Setting System", NUCB Journal of Economics and Information Science, Vol.59 No.2, 201503
  • "The Operator of Variation on H^1-Class Curves", NUCB Journal of Economics and Information Science, Vol.58 No.2, 201403
  • "H^1-Class Curves on Riemannian Manifolds and its Variation", NUCB Journal of Economics and Information Science, Vol.57 No.2, 201303
  • "Path Space and Laplace-Beltrami Operator on Riemannian Manifold", NUCB journal of economics and information science, Vol.56 No.2, 201203
  • "Computation of Feynman Path Integral", NUCB Journal of Economics and Information Science, 2010
  • "Integral Norms of Ricci Curvature and Jensen's Inequality", NUCB Journal of Economics and Information Science, Vol.54 No.2, 2009
  • "Ricci Curvature and Volume Estimate", NUCB Journal of Economics and Information Science, Vol.53 No.2, 2008
  • "An Technical Comment for Japanese Text Mining using Programming Language", NUCB Journal of Economics and Information Science, Vol.52 No.2, 2007
  • "The Isoperimetric Inequalty and some Ricci Curvature Integral Bounds", NUCB Journal of Economics and Information Science, Vol.51 No.2, 2006
  • "On Riemannian Manifolds whose Ricci Curvature has some Intgral Bounds", NUCB Journal of Economics and Information Science, Vol.49 No.2, 200504