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Researcher Information

last modified:2017/05/23

Professor Manabu Oura

Mail Laboratory Website

Faculty, Affiliation

Faculty of Mathematics and Physics, Institute of Science and Engineering
Professor

College and School Educational Field


Laboratory

 TEL:076-264-5635 FAX:076-264-6065

Academic Background

【Academic background(Doctoral/Master's Degree)】
Kyushu University Doctor Completed
【Academic background(Bachelor's Degree)】
Kyushu University Department of Mathematics 199503
【Degree】
Doctor of Mathematics

Career

Kanazawa University Professor
Kochi University Associate Professor
Sapporo Medical University Assistant Professor
JSPS Postdoctoral Fellowship

Year & Month of Birth

1969/08

Academic Society

The Mathematical Society of Japan

Award

Specialities

Algebra

Speciality Keywords

algebraic combinatorics

Research Themes

Books

Papers

  •  Centralizer algebras of the primitive unitary reflection group of order 96 M.Kosuda, M.Oura Tokyo Journal of Mathematics.  39 2 469-482 2016
  •  A numerical study of Siegel theta series of various degrees for the 32-dimensional even unimodular extremal lattices M.Oura, M.Ozeki Kyushu Journal of Mathematics. 70 2 281-314 2016
  •  E-polynomials associated to $\mathbf{Z}_4$-codes T.Motomura, M.Oura Hokkaido Mathematical Journal.
  •  Distinguishing Siegel theta series of degree 4 for the 32-dimensional even unimodular extremal lattices M.Oura, M.Ozeki Abh. Math. Semin. Univ. Hambg. 86  19-53. 2016
  •  Eisenstein polynomials associated to binary codes (II) Kochi J. Math.  11 35-41. 2016

Conference Presentations

  • Ring of the weight enumerators of d_n^+ (joint with M.Fujii)(conference:International Workshop on Computational Science 2017)(2017/02/16)

Arts and Fieldwork

Patent

Theme to the desired joint research

Grant-in-Aid for Scientific Research

○「高種数のモジュラー形式環と代数的組合せ論」(2013-2015) 
○「テータ写像が結ぶ保型形式と代数的組合せ論の有機的研究」(2009-2012) 

Classes (Bachelors)

○Discrete Mathematics(2017)
○Practical Seminar for Teaching Profession C / Junior High School・High School(2017)
○Seminar in Computational Mathematics(2017)
○Algebra 1B(2017)
○Introduction to Region-studies(2017)
○GS English Language for Undergraduates II (English for Science and Engineering)(2017)
○Algebra 1A(2017)
○GS English Language for Undergraduates I (English for Science and Engineering)(2017)
○Introduction to Region-studies(2016)
○Presentation and Debate (Freshman Seminar II)(2016)
○Practical Seminar for Teaching Profession C / Junior High School・High School(2016)
○Discrete Mathematics(2016)
○Seminar in Computational Mathematics(2016)
○Freshman Seminar I(2016)

Classes (Graduate Schools)

○Lectures A for Foreign Students Ia(2017)
○Lectures A for Foreign Students Ib(2017)
○Introduction to Mathematical and Physical Sciences Ib(2017)
○Research Work A(2017)
○Seminar A(2017)
○Exercise A(2017)
○Research Work A(2017)
○Exercise A(2017)
○Fostering the independence of researchers(2017)
○Fostering the independence of researchers(2017)
○Algebraic combinatorics(2017)
○Algebraic combinatorics(2017)
○Algebraic combinatorics(2017)
○Algebraic combinatorics(2017)
○Discrete Mathematics b(2017)
○Discrete Mathematics a(2017)
○Lectures A for Foreign Students IIb(2017)
○Seminar A(2017)
○Introduction to Mathematical and Physical Sciences IIb(2017)
○Introduction to Mathematical and Physical Sciences IIa(2017)
○Lectures A for Foreign Students IIa(2017)
○Introduction to Mathematical and Physical Sciences Ia(2017)
○Algebraic combinatorics(2016)
○Exercise A(2016)
○Exercise A(2016)
○Research Work A(2016)
○Lectures A for Foreign Students IIb(2016)
○Introduction to Mathematical and Physical Sciences IIb(2016)
○Lectures A for Foreign Students IIa(2016)
○Research Work A(2016)
○Introduction to Mathematical and Physical Sciences Ib(2016)
○Lectures A for Foreign Students Ib(2016)
○Introduction to Mathematical and Physical Sciences Ia(2016)
○Seminar A(2016)
○Seminar A(2016)
○Lectures A for Foreign Students Ia(2016)
○Discrete Mathematics a(2016)
○Discrete Mathematics b(2016)
○Introduction to Mathematical and Physical Sciences IIa(2016)

International Project

International Students

Lecture themes

Others (Social Activities)

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