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公開日期題名作者關聯scopusWOS全文
20193-dimensional Griess Algebras and Miyamoto InvolutionsLam, Ching Hung ; Yamauchi, HiroshiBulletin of the Institute of Mathematics Academia Sinica NEW SERIES 14(2), 119-147
20033-state Potts model, Moonshine vertex operator algebra and 3A-elements of the Monster groupM. Kitazume; C. H. Lam ; H. YamadaInternational Mathematics Research Notices 2003(23), 1269 -1303
201971 holomorphic vertex operator algebras of central charge 24Lam, Ching Hung ; Shimakura, HirokiBulletin of the Institute of Mathematics Academia Sinica NEW SERIES 14(1), 87-118
2007A characterization of the moonshine vertex operator algebra by means of Virasoro framesLam, Ching Hung ; Yamauchi, H.INTERNATIONAL MATHEMATICS RESEARCH NOTICES 2007, rnm003
2001A Class of Vertex Operator Algebras Constructed from Z8 CodesM. Kitazume; C. H. Lam ; H. YamadaJournal of Algebra 242(1), 338-359
2020A Holomorphic vertex operator algebra of central charge 24 with the weight one Lie algebra F4,6A2,2Lam, Ching Hung ; Lin, XingjunJournal of Pure and Applied Algebra 224(3), 1241-1279
2023A lattice theoretical interpretation of generalized deep holes of the Leech lattice vertex operator algebraLam, Ching Hung ; Miyamoto, MasahikoForum of Mathematics, Sigma 11, e86
2011A moonshine path for 5A and associated lattices of ranks 8 and 16Griess Jr., Robert L.; Ching Hung Lam JOURNAL OF ALGEBRA 331(1), 338-361
2011A moonshine path from $E_8$ to the MonsterGriess Jr., Robert L.; Ching Hung Lam JOURNAL OF PURE AND APPLIED ALGEBRA 215(5), 927-948
2012A new existence proof of the Monster by VOA theoryGriess Jr., Robert L.; Lam, Ching Hung MICHIGAN MATHEMATICAL JOURNAL 61(3), 555-573
2024Automorphism groups of cyclic orbifold vertex operator algebras associated with the Leech lattice and some non-prime isometriesKoichi Betsumiya; Ching Hung Lam ; Hiroki ShimakuraIsrael Journal of Mathematics 259( 2), 621-650
2020Classification of extremal vertex operator algebras with two simple modulesGrady, J. Connor; Lam, Ching Hung ; Tener, James E.; Yamauchi, HiroshiJournal of Mathematical Physics 61(5), 052302
1999Code vertex operator algebras under coordinates changeLam, Ching Hung Communications in Algebra 27(9), 4587-4605
1996Construction of vertex operator algebras form commutative associative algebrasLam, Ching Hung Communications in Algebra 24(14), 4439-4460
2019Cyclic orbifolds of lattice vertex operator algebras having group-like fusionsLam, Ching Hung Letters in Mathematical Physics 110, 1081-1112
2004Decomposition of the lattice vertex operator algebra $V_{sqrt{2}A_l$C. H. Lam ; H. YamadaJournal of Algebra 272(2), 614-624
2000Decomposition of the Moonshine vertex operator algebra as Virasoro modulesK.Kitazume; C. H. Lam ; H. YamadaJournal of Algebra 226(2), 893-919
1999Decomposition of the vertex operator algebra $V_{sqrt{2}A_3}$C. Dong; C. H. Lam ; H. YamadaJournal of Algebra 222(2), 500-510
2001Decomposition of the vertex operator algebra $V_{sqrt{2}D_n}$C. Dong; C. H. Lam ; H. YamadaCommunications in Contemporary Mathematics 3(1), 137-151
2012Diagonal lattices and rootless $EE_8$ pairsR.L. Griess Jr.; Ching Hung Lam JOURNAL OF PURE AND APPLIED ALGEBRA 216(1), 154-169
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