| Issue Date | Title | Author(s) | Relation | scopus | WOS | Fulltext/Archive link |
| 2019 | 3-dimensional Griess Algebras and Miyamoto Involutions | Lam, Ching Hung ; Yamauchi, Hiroshi | Bulletin of the Institute of Mathematics Academia Sinica NEW SERIES 14(2), 119-147 | | | |
| 2003 | 3-state Potts model, Moonshine vertex operator algebra and 3A-elements of the Monster group | M. Kitazume; C. H. Lam ; H. Yamada | International Mathematics Research Notices 2003(23), 1269 -1303 | | | |
| 2019 | 71 holomorphic vertex operator algebras of central charge 24 | Lam, Ching Hung ; Shimakura, Hiroki | Bulletin of the Institute of Mathematics Academia Sinica NEW SERIES 14(1), 87-118 | | | |
| 2007 | A characterization of the moonshine vertex operator algebra by means of Virasoro frames | Lam, Ching Hung ; Yamauchi, H. | INTERNATIONAL MATHEMATICS RESEARCH NOTICES 2007, rnm003 | | | |
| 2001 | A Class of Vertex Operator Algebras Constructed from Z8 Codes | M. Kitazume; C. H. Lam ; H. Yamada | Journal of Algebra 242(1), 338-359 | | | |
| 2020 | A Holomorphic vertex operator algebra of central charge 24 with the weight one Lie algebra F4,6A2,2 | Lam, Ching Hung ; Lin, Xingjun | Journal of Pure and Applied Algebra 224(3), 1241-1279 | | | |
| 2023 | A lattice theoretical interpretation of generalized deep holes of the Leech lattice vertex operator algebra | Lam, Ching Hung ; Miyamoto, Masahiko | Forum of Mathematics, Sigma 11, e86 | | | |
| 2011 | A moonshine path for 5A and associated lattices of ranks 8 and 16 | Griess Jr., Robert L.; Ching Hung Lam | JOURNAL OF ALGEBRA 331(1), 338-361 | | | |
| 2011 | A moonshine path from $E_8$ to the Monster | Griess Jr., Robert L.; Ching Hung Lam | JOURNAL OF PURE AND APPLIED ALGEBRA 215(5), 927-948 | | | |
| 2012 | A new existence proof of the Monster by VOA theory | Griess Jr., Robert L.; Lam, Ching Hung | MICHIGAN MATHEMATICAL JOURNAL 61(3), 555-573 | | | |
| 2024 | Automorphism groups of cyclic orbifold vertex operator algebras associated with the Leech lattice and some non-prime isometries | Koichi Betsumiya; Ching Hung Lam ; Hiroki Shimakura | Israel Journal of Mathematics 259( 2), 621-650 | | | |
| 2020 | Classification of extremal vertex operator algebras with two simple modules | Grady, J. Connor; Lam, Ching Hung ; Tener, James E.; Yamauchi, Hiroshi | Journal of Mathematical Physics 61(5), 052302 | | | |
| 1999 | Code vertex operator algebras under coordinates change | Lam, Ching Hung | Communications in Algebra 27(9), 4587-4605 | | | |
| 1996 | Construction of vertex operator algebras form commutative associative algebras | Lam, Ching Hung | Communications in Algebra 24(14), 4439-4460 | | | |
| 2019 | Cyclic orbifolds of lattice vertex operator algebras having group-like fusions | Lam, Ching Hung | Letters in Mathematical Physics 110, 1081-1112 | | | |
| 2004 | Decomposition of the lattice vertex operator algebra $V_{sqrt{2}A_l$ | C. H. Lam ; H. Yamada | Journal of Algebra 272(2), 614-624 | | | |
| 2000 | Decomposition of the Moonshine vertex operator algebra as Virasoro modules | K.Kitazume; C. H. Lam ; H. Yamada | Journal of Algebra 226(2), 893-919 | | | |
| 1999 | Decomposition of the vertex operator algebra $V_{sqrt{2}A_3}$ | C. Dong; C. H. Lam ; H. Yamada | Journal of Algebra 222(2), 500-510 | | | |
| 2001 | Decomposition of the vertex operator algebra $V_{sqrt{2}D_n}$ | C. Dong; C. H. Lam ; H. Yamada | Communications in Contemporary Mathematics 3(1), 137-151 | | | |
| 2012 | Diagonal lattices and rootless $EE_8$ pairs | R.L. Griess Jr.; Ching Hung Lam | JOURNAL OF PURE AND APPLIED ALGEBRA 216(1), 154-169 | | | |
