Top

日本語

HIRAO Masatake  Professor
Tokyo University of Science, Faculty of Information Science and Technology, Department of Information Science and Technology
Profile | Topics | Assigned Courses(13)
Address 2641 Yamazaki, Noda-shi, Chiba-ken 278-8510, Japan
TEL : +81-4-7124-1501
E-mail Address
Homepage
Information about TUS https://www.tus.ac.jp/academics/teacher/lightbox/7a87.html
Pure
(Researcher Profiling Tool)
Under-Graduate School
  • 2004, Nagoya University Faculty of Science Department of Mathematics 
Graduate School
  • 2010, Nagoya University Graduate School, Division of Information Science Department of Computer Science and Mathematical Informatics Doctoral Degree
  • 2006, Nagoya University Graduate School, Division of Information Science Department of Computer Science and Mathematical Informatics Master's Degree
Postgraduate Qualification
  • Nagoya University Doctor of Infomation Science
  • Nagoya University Master of Infomation Science
Research History
  • 2012-2013 Stochastic analysis and its application to differential operators
    2013-2015 Constructing cubature formula and its application to design of experiments
    2016-2019 Research on constructions of numerical integration methods via determinantal point processes and its applications
    2020-2023 Research on constructions of spherical designs and its approximate designs
Employment History
  • 201204-201403 Tokyo Woman's Christian University, School of Arts and Sciences, Project Lecturer
    201404-201603 Aichi Prefectural University, School of Information and Science Technology, Lecturer
    201604-202603 Aichi Prefectural University, School of Information and Science Technology, Associate Professor
Research Keyword Spherical design theory, Euclidean design theory, Design of experiments, Directional statistics, Numerical integration, quasi-Monte carlo methods
Research Area
  • Foundations of mathematics/Applied mathematics (Algebraic Combinatorics, Matheamtical Statistics, Numerical Analysis)
Research Theme
  • A new development for the maximum determinant problem based on difference families and Ramanujan graphs
  • Combined study of spherical design theory and directional statistics
Academic Awards Received
Academic Society Affiliations
Guest Professor
CLOSE