Ching Hung Lam (林正洪) Duration 2010/04/01~ Affiliation Dept. of Math., NCKU Tel. +886-6-2757575 ext. 65083-39 Fax +886-6-2373981 E-mail chlam@math.sinica.edu.tw Office NCTS Building 414 Field Algebra Degree Ph.D., Ohio State University (1996) Experience 2009/07-Present, Research Fellow, Institute of Mathematics, Academia Sinica 2004-2009/07, Professor, National Cheng Kung University 2001-2004, Associate Professor, National Cheng Kung University 2000-2001, Assistant Professor, National Cheng Kung University Publication Lists (with R.L. Griess Jr.) Dihedral groups and Sums of $EE_8$-lattices, accepted(2009) (with C. Dong, Q. Wang and H. Yamada) The structure of parafermion vertex operator algebras, J. Algebra(2009) (with C. Dong,and H. Yamada) W-algebras related to parafermion algebras, J. Algebra, 332(2009), 2236-2043. (with H. Shimakura) Frame Stabilizers for Framed Vertex Operator Algebras Associated to Lattices Having 4-Frames, Int. Math. Res. Notices(2009). (with S. Sakuma) On a class of vertex operator algebras having a faithful $S_{n+1}$-action, Taiwanese J. Math, 12(2008), no. 9, 2465-2488. (with R.L. Griess Jr.) Rootless pairs of EE8-lattices, Electronic Research Announcements in Mathematical Sciences, 15(2008), 52-61. (with C. Dong,and H. Yamada) W-algebras in lattice vertex operator algebras, in Lie Theory and Its Applications in Physics VII, ed. by H.-D. Doebner and V. K. Dobrev, Proc. of the VII International Workshop, Varna, Bulgaria, 2007(2008), no. 35, 25-35. (with H. Yamauchi) On the structure of framed vertex operator algebras and their pointwise frame stabilizers, Commun. Math. Phys., 277(2008), no. 1, 237-285. (with H. Shimakura) Ising vectors in the vertex operator algebra $V_{\Lambda}^+$ associated with the Leech lattice Λ, Intern. Math. Res., 2007(2007). (with H. Yamada and H. Yamauchi) Vertex operator algebra, extended E8 diagram and McKay’s observation on the Monster simple group, Transactions of American Mathematical Society, 359(2007), no. 9, 4107-4123. More information, please click