Personnel Information

写真a

Katsurada Hidenori


Affiliation centers1, etc

Center for General Education

Job title

Professor

E-mail Address

E-mail address

Research field 【 display / non-display

  • Algebra

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

  • Hokkaido University

    1977.03,Master's Course,Graduate School, Division of Natural Science,数学専攻,Completed

  • Hokkaido University

    1980.03,Doctor's Course,Graduate School, Division of Natural Science,数学専攻,Others

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

  • Hokkaido University

    1975.03,Faculty of Science,数学科,Graduate

Academic Society 【 display / non-display

  • Mathematical Societey of Japan

Academic prize 【 display / non-display

  • The Mathematical Society of Jpan Algebra Prize

    2016.03.18,The mathematical Society of Japan Algebra Prize Committee

 
 

Books 【 display / non-display

  • Encyclopedic Dictionary of Mathematics

    相川弘明 他,岩波書店,2007

Papers 【 display / non-display

  • Period of the Ikeda lift for U(m,m)

    H. Katsurada,Mathematishe Zeitschrift,vol.286,(p.141 ~ 178),2017.06

  • Period of the adelic Ikeda lift for U(m,m)

    H. Katsurada,Abhand. Math. Semin. Univ. Hamburg,2017.04

  • Eisenstein congruences for SO(4,3), SO(4,4), Spinor and Triple product L values

    J. Bergstrom, N. Dummigan, T. Megarbane, T. Ibukiyama, H. Katsurada,Experimental Math.,2016.12

  • Congruence primes of the Kim-Ramakrishnan-Shahidi lift

    H. Katsurada and S. Takemori,Experimental Math.,vol.25,(p.332 ~ 346),2016.03

  • Congrunece between Duke-Imamoglu-Ikeda lifs and non-Duke-Imamoglu-Ikeda lifts

    H. Katsurada,Comment. Math. Univ. St. Pauli,vol.64,(2),(p.109 ~ 129),2015.12

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International conference proceedings 【 display / non-display

  • Exact values of the standard zeta functions

    H. Katsurada,Proc. of Japanese -German Seminar ”Explicit Structures of Modular Forms and Zeta Functions”,(p.32 ~ 41),2002

  • Koecher-Maass Dirichlet series for Siegel Modular forms

    T. Ibukiyama and H. Katsurada,Tagungsbericht,vol.46,(p.2 ~ 3),Masthematisches Forschugsinstitut Obewolfach,1998

  • A square Moebius function over quadratic forms and its applications to Siegel modular forms

    H. Katsurada,Proc. of 5-th International Conference on Finite or Infinite Dimensional Complex Analysis,(p.151 ~ 156),1997,Beijing

  • An explicit formula for the Fourier coefficients of Siegel Eisenstein series

    H. Katsurada,Proc. of 4-th International Conference on Finite or Infinite Dimensional Complex Analysis,(p.129 ~ 140),1996,Kumamoto

  • A recursion formula for local densities

    H. Katsurada,Abstract of I.C.M 94,(p.35),1994,Zuerich

Editorial and Commentary 【 display / non-display

  • E. Freitag(長岡昇勇訳):ジーゲルモジュラー関数論

    桂田英典,数学,vol.68,(4),(p.428 ~ 433),2016.10

  • L関数とモジュラー形式

    桂田英典,北海道大学数学講究録,(137),(p.16 ~ 38),2008

  • Doi-Naganuma lift およびそれに関連する話題

    桂田英典,第13回整数論サマースクール報告集「Hirbert保型形式入門」,(p.71 ~ 92),2006

  • Special values of the Standard zeta functions of Siegel modular forms

    H/ Katsurada,Proceedings of the 7-th Autumn WorkShop in Number Theory,(p.109 ~ 138),2005

  • Pullback forumula of Eisenstein series and its applications

    桂田英典,第2回保型形式周辺分野スプリングコンファレンス報告集,(p.167 ~ 204),2004.01

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Research reports 【 display / non-display

  • 局所2次体上の2次形式のGross-Keating不変量

    池田保,桂田英典,数理解析研究所講究録,vol.1793,(p.178 ~ 187),2015

  • Exact critical values of the standard $L$ functions of vector valued Siegel modular forms

    T. Ibukiyama and H. Katsurada ,数理解析研究所講究録,vol.1826,(p.186 ~ 198),2013.03

  • On Fourier coefficients of Siegel modular forms of degree two with respect to congruence subgroups

    M. Chida, H. Katsurada and K. Matsumoto,Hokkaido Univ. Preprint series,vol.990,(p.1 ~ 16),2012

  • On the period of the Ikeda lift for U(m,m)

    H. Katsurada,Hokkido Univ. Preprint Series,vol.974,(p.1 ~ 54),2011

  • CONGRUENCE BETWEEN DUKE-IMAMOGLU-IKEDA LIFTS AND NON-DUKE-IMAMOGLU-IKEDA LIFTS.

    H. Katsurada,Hokkido Univ. Preprint Series,vol.958,(p.1 ~ 19),2010

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

  • An explicit formula for the Siegel series

    桂田英典,東北大学代数セミナー,なし,2016.10.27

  • Period and congrunce of automorphic form

    H. Katsurada,Number Theor Down Under,Abstract of Confernce ,2016.09.24,Newcastle,Austraria

  • 保型形式の周期と合同およびそれに関連する話題

    桂田英典,日本数学会年会,日本数学会年会講演予稿集,2016.03.18

  • Explicit formula for the Siegel series of a quadartic form over a non-archimedian local field

    T. Ikeda and H. Katsurada ,RIMS conference,京都大学数理解析研究所,なし,2016.02.07,京都市,日本

  • On the Gross-Keating invariant and its application

    池田保、桂田英典,RIMSConference,京都大学数理解析研究所,RIMS confernece Abstract,2015.02,京都・京大

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Class subject in charge 【 display / non-display

  • 線形代数

    2017,Department

  • 線形代数

    2017,Department

  • 線形代数

    2017,Department

  • 線形空間入門

    2017,Department

  • 数理科学特論A

    2017,Master's program

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Education book 【 display / non-display

  • 線形代数

    2004,桂田英典、竹ヶ原祐元、千吉良直紀、長谷川雄之、山崎教昭,学術図書出版社

  • 行列と行列式

    2003,桂田英典、竹ヶ原祐元、千吉良直紀、長谷川雄之、山崎教昭,学術図書出版社

  • 理工系の微分・積分

    1998,学術図書出版社