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carnahan scott huai lei

Affiliation
Faculty of Pure and Applied Sciences
Official title
Associate Professor
KAKEN ID
10600538
URL
Research keywords
vertex algebras, moonshine, Lie algebras, algebraic geometry
Research projects
Beyond Generalized Moonshine2017 -- 2019カーナハン スコット ファイレイJapan Society for the Promotion of Science/Grant-in-Aid for Young Scientists(B)1,950,000Yen
Degree
2007-05Ph. D.University of California, Berkeley
Articles
  • A Self-Dual Integral Form of the Moonshine Module
    Carnahan Scott
    SYMMETRY INTEGRABILITY AND GEOMETRY-METHODS AND APPLICATIONS/15, 2019
  • Monstrous moonshine over Z?
    carnahan scott huai lei
    RIMS Kokyuroku: Research on algebraic combinatorics and representation theory of finite groups and vertex operator algebras/2086/pp.91-98, 2018
  • Characterizing Moonshine Functions by Vertex-Operator-Algebraic Conditions
    Carnahan Scott; Komuro Takahiro; Urano Satoru
    SYMMETRY INTEGRABILITY AND GEOMETRY-METHODS AND APPLICATIONS/14, 2018
  • 51 constructions of the Moonshine module
    Carnahan Scott
    COMMUNICATIONS IN NUMBER THEORY AND PHYSICS/12(2)/pp.305-334, 2018
  • Fricke Lie algebras and the genus zero property in Moonshine
    carnahan scott huai lei
    Journal of Physics A: Mathematical and Theoretical/50(40), 2017-06
  • Generalized Moonshine
    carnahan scott huai lei
    第28回有限群論草津セミナー報告集/pp.43-48, 2016-11
  • EQUIVARIANT INTERTWINING OPERATORS FOR TWISTED MODULES (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)
    Carnahan Scott
    RIMS Kokyuroku/1965/pp.21-29, 2015-10
  • MONSTROUS LIE ALGEBRAS (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)
    CARNAHAN SCOTT
    RIMS Kokyuroku/1872/pp.83-93, 2014-01
Conference, etc.
  • More Modular Moonshine
    carnahan scott huai lei
    Workshop on Moonshine/2018-09-13--2018-09-13
  • More Modular Moonshine
    carnahan scott huai lei
    30th Kusatsu Group Theory Seminar/2018-07-28--2018-07-28
  • More Modular Moonshine
    carnahan scott huai lei
    RIMS Gasshuku-style seminar on Conformal Field Theory/2018-07-02--2018-07-02
  • Extended Monstrous Moonshine
    carnahan scott huai lei
    Pan-Asia Number Theory Conference 2018/2019-06-27--2019-06-27
  • Extended Monstrous Moonshine
    carnahan scott huai lei
    Vertex operator algebras, number theory, and related topics/2018-06-14--2018-06-14
  • Moonshine over Z
    carnahan scott huai lei
    Finite Groups, VOAs, and Related Topics 2018/2018-03-13--2018-03-13
  • Generalized Moonshine
    carnahan scott huai lei
    Trends in Modular forms/2017-12-20--2017-12-20
  • A self-dual integral form for the Moonshine Module
    carnahan scott huai lei
    Research on algebraic combinatorics and representation theory of finite groups and vertex operator algebras/2017-12-12--2017-12-12
  • Generalized Moonshine
    carnahan scott huai lei
    Conference on Number Theory, Geometry, Moonshine & Strings/2017-09-07--2017-09-07
  • 51 constructions of the Moonshine module
    carnahan scott huai lei
    Workshop on Calabi-Yau Manifolds: Arithmetic, Geometry, and Physics/2017-08-07--2017-08-07
  • Generalized Monstrous Moonshine
    carnahan scott huai lei
    Nankai Symposium on Physics, Geometry, and Number Theory/2017-07-31--2017-07-31
  • Monstrous Lie Algebras
    carnahan scott huai lei
    Taitung Workshop on group theory, VOA, and algebraic combinatorics/2013-3-27--2013-3-27
  • Monstrous Lie Algebras
    carnahan scott huai lei
    Workshop on finite groups and their representations, vertex operator algebras, and algebraic combinatorics/2013-01-07--2013-01-10
  • Recent Advances in Moonshine
    carnahan scott huai lei
    Mathematical Society of Japan Spring Meeting 2017/2017-03-25--2017-03-25
  • Generalized Monstrous Moonshine
    carnahan scott huai lei
    Moonshine and K3 surfaces/2016-11-07--2016-11-07
  • Generalized Monstrous Moonshine
    carnahan scott huai lei
    Modular forms in String Theory/2016-09-27--2016-09-27
  • Generalized Monstrous Moonshine
    carnahan scott huai lei
    Automorphic Forms, Mock Modular Forms, and String Theory/2016-09-02--2016-09-02
  • Rationality of orbifold CFTs and Generalized Moonshine
    carnahan scott huai lei
    Tsuda College And OIST Joint Workshop On Calabi–Yau Varieties: Arithmetic, Geometry And Physics/2016-08-01--2016-08-01
  • Generalized Moonshine
    carnahan scott huai lei
    28th Kusatsu Group Theory Seminar/2016-07-30--2016-07-30
  • A proof of generalized moonshine.
    carnahan scott huai lei
    AMS spring eastern sectional meeting, special session on vertex algebra and related algebraic and geometric structures/2016-03-19--2016-03-19
  • Recent progress in generalized moonshine
    carnahan scott huai lei
    LMS-EPSRC Durham Symposium on New Moonshines, Mock Modular Forms and String Theory/2015-08-07--2015-08-07
  • Dong-Li-Mason plus Weil
    carnahan scott huai lei
    Workshop on finite groups and their representations, vertex operator algebras, and algebraic combinatorics/2014-12-16--2014-12-16
  • Introduction to Mathieu Moonshine
    carnahan scott huai lei
    Workshop on Mathieu Moonshine/2014-08-25--2014-08-25
  • Dong-Li-Mason plus Weil
    carnahan scott huai lei
    Algebras, Groups and Geometries 2014/2014-06-27--2014-06-27
  • Dong-Li-Mason plus Weil
    カーナハン スコット ファイレイ
    Hualien Workshop on Finite Groups, VOA, Algebraic Combinatorics and Related Topics/2014-3-20--2014-3-23
Teaching
2019-04 -- 2019-08Research in Algebra IIBUniversity of Tsukuba.
2019-04 -- 2019-08Research in Algebra IVAUniversity of Tsukuba.
2019-04 -- 2019-08Research in Algebra IVBUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra IVAUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra IAUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra IIAUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra VBUniversity of Tsukuba.
2019-04 -- 2019-08Research in Algebra VAUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra VAUniversity of Tsukuba.
2019-10 -- 2020-02Research in Algebra IVBUniversity of Tsukuba.

(Last updated: 2019-07-16)