| Year | Authors | Title | Journal/Publisher | Volume | Page |
| 2003 | H.H. Chan, A. Gee, V. Tan |
Cubic singular moduli, Ramanujan's class invariant ln and the explicit Shimura Reciprocity Law | Pacific Journal of Mathematics | Vol. 208 No. 1 | 23--37 |
| 2001 | H.H. Chan, W. C. Liaw, V. Tan |
Ramanujan's class invariant ln and a new lcass of series for 1/p | Journal of the London Mathematical Society | Vol. 64 No. 1 | 93--106 |
| 2000 | K. H. Leung, S. L. Ma, V. Tan |
Planar Functions from Zn to Zn | Journal of Algebra | Vol. 224 | 427--436 |
| 1999 | Linear Algebra I | Prentice Hall | Lecture Notes | ||
| 1999 | H. H. Chan, V. Tan |
On the explicit evaluation of the Rogers-Ramanujan continued fraction | Contemporary Mathematics | Vol.236 | 127--136 |
| 1999 | V. Tan | An Application of the Regularized Siegel-Weil Formula on Unitary Groups to a Theta lifting problem | Proceedings of the American Mathematical Society | Vol.127 No.10 | 2811--2820 |
| 1999 | V. Tan | Poles of Siegel Eisenstein Series on U(n,n) | Canadian Journal of Mathematics | Vol.51 No.1 | 164--175 |
| 1998 | V. Tan | A Regularized Siegel-Weil formula on U(2,2) and U(3) | Duke Mathematical Journal | Vol.94 No.2 | 341--378 |
| 1998 | K. H. Lum, V. Tan |
Intertwining Operators for Vertex Representations of Toroidal Lie Algebras | Letters in Mathematical Physics | Vol.45 No.3 | 239--246 |
| 1996 | V. Tan | A Regularized Siegel-Weil formula on Unitary groups | UCLA | Ph.D Thesis | |
| 1992 | K. H. Leung, S. L. Ma, V. Tan |
Abelian Divisible Difference sets with Multiplier -1 | Journal of Combinatorial Theory, Series A | Vol.59 No.1 | 51--72 |
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