Personnel Information

写真a

Morita Hideaki


Affiliation centers1, etc

Center for General Education

Job title

Associate Professor

Research field 【 display / non-display

  • Mathematics (Algebra, Combinatorics)

  • Mathematics

Keywords for Research Field 【 display / non-display

  • Representation Theroy, Combinatorics

Graduate school・major, etc. 【 display / non-display

  • Waseda University

    1992.03,Faculty of Science and Engineering,数学科,Graduate,Japan

 
 

Books 【 display / non-display

  • The Lefschetz Properties

    T. Harima, T. Maeno, H. Morita, Y. Numata, A. Wachi, J. Watanabe,Springer-Verlag,2013.08

Papers 【 display / non-display

  • Ruelle zeta functions for finite dynamical systems and Koyama-Nakajima's L-functions

    Y. Hattori and H. Morita,Proceedings of the Japan Academy,vol.92,(9),(p.107 ~ 111),2016

  • A generalized Bartholdi zeta function for a general graph

    I. Sato, H. Mitsuhashi and H. Morita,Linear and Multilinear Algebra,vol.64,(5),(p.991 ~ 1008),2016

  • A matrix-weighted zeta function of a graph

    H. Mitsuhashi, H. Morita and I. Sato,Linear and Multilinear Algenbra,vol.62,(1),(p.114 ~ 125),2014

  • A new determinant expression for the weighted Bartholdi zeta function of a digraph

    H. Mitsuhashi, H. Morita and I. Sato,Electornic Journal of Combinatorics,vol.20,(1),2013.01

  • On a bijective proof of a factorization formula for Macdonald polynomials

    F. Descouens, H. Morita and Y. Numata,European Journal of COmbinatorics,vol.33,(p.1257 ~ 1264),2012.04

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Research reports 【 display / non-display

  • 非可換ホール=リトルウッド対称関数について

    三橋秀生, 森田英章,組合せ論的表現論とその周辺(数理解析研究所講究録),2013.12

Presentaion at conference, meeting, etc. 【 display / non-display

  • Macdonald polynomials at roots of unity

    森田英章,BC 系と AGT 予想の周辺,東京大学,2010.09.11,東京都・東京大学

  • A bijective proof of a factorization formula for Macdonald polynomials at roots of unity

    Francois Descouens, Hideaki Morita and Yasuhide Numata,Formal Power Series and Algebraic Combinatorics 2008,Universidad de Talca,2008.06.23,Chili,Chili

  • 対称群のよ不変式環とある誘導表現について

    森田英章、中島達洋,組合せ論的表現論とその周辺,京大数理研,組合せ論的表現論とその周辺,2002.11.25

 

Class subject in charge 【 display / non-display

  • 線形代数

    2017,Department

  • 解析C

    2017,Department

  • 解析C

    2017,Department

  • 計算機代数システム

    2017,Department

  • 線形空間入門(Bクラス)

    2017,Department

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