Kyushu University Academic Staff Educational and Research Activities Database
List of Papers
LIN WENG Last modified date:2020.01.24

Professor / Math / Department of Mathematics / Faculty of Mathematics


Papers
1. LIN WENG, Parabolic reduction, stability and the mass I: Special Linear Groups, RIMS Kôkyûroku 1826, 168-179, 2013.03.
2. Lin WENG, Stability and arithmetic: an extract of essence, Algebraic number theory and related topics 2008, 187–220, RIMS Kôkyûroku Bessatsu, B19, Res. Inst. Math. Sci. (RIMS), Kyoto, 2010, 187-220, 2011.10.
3. Lin WENG, Symmetries and the Riemann Hypothesis, Advanced Studies in Pure Mathematics, 58, 173-223, 2010.06.
4. Lin WENG, Stability and Arithmetic, Advanced Studies in Pure Mathematics , 58, 225-359, 2010.06.
5. M. Suzuki and L. Weng, Zeta Functions for G_2 and Their Zeros, International Mathematics Research Notice (IMRN), 2009, 241-290, 2009.01.
6. Lin WENG, Zeta Functions for Sp(2n), appendix to The Riemann hypothesis for Weng's zeta function of Sp(4) over Q by M. Suzuki, Journal of Number Theory, 129 (3) (2009), 569-579, 2009.01.
7. K. Obitsu, W.-K. To and L. Weng, The asymptotic behavior of the Takhtajan-Zograf metric, Comm. Math. Phys, 284 (2008), no. 1, 227--261, 2008.11.
8. L. Weng and D. Zagier, Deligne Products of line Bundles over Moduli Spaces of Curves, Comm of Math Phys, 281, 793-803, 2008.08, [URL].
9. Kim, Henry H.; Weng, Lin, Volumes of Truncated Fundamental Domains, Proc. of AMS, 135, no.6, 1681-1688, 2007.05, [URL].
10. Weng, Lin, A Geometric Approach to L-Functions, The Conference on L-Functions, 219-370, 2007.02, [URL].
11. Weng, Lin, A Rank Two Zeta and Its Zeros, J. Ramanujan Math. Soc., 21, no.3, 205-266, 2006.10, [URL].
12. Weng, Lin, Geometric Arithmetic: A Program, Arithmetic Geometry and Number Theory, 211-400, 2006.08, [URL].
13. Weng, Lin, Non-Abelian Zeta Functions for Function Fields, Amer. J. Math., 127, 5, 973-1017, 127(2005), 973-1017, 2005.10, [URL].
14. To, Wing-Keung; Weng, Lin, L2-Metrics, Projective Flatness and Families of Polarized Abelian Varieties, Trans. Amer. Math. Soc., 10.1090/S0002-9947-03-03488-3, 356, 7, 2685-2707, 356, no. 7, 2685--2707, 2004.03, [URL].
15. Weng, Lin, Refined Brill-Noether Locus Non-Abelian Zeta Functions
for Elliptic Curves, Algebraic geometry in East Asia, 245--262, World Sci. Publishing, River Edge, NJ, 2002., 2002.10.
16. Matsumoto, K.; Weng, Lin, Zeta Functions defined by Two Polynomials, Number Theoretic Methods, 233--262, Dev. Math., 8, Kluwer Acad. Publ., 2002.10.
17. Weng, Lin, Omega-Admissible Theory (II), Math. Ann., 320, no. 2, 239--283., 2001.10, [URL].
18. To, Wing-Keung; Weng, Lin, Admissible Hermitian Metrics on Families of Line Bundles over Certain Degenerating Riemann Surfaces, Pacific J. Math., 197, no. 2, 441--489., 2001.08.
19. Weng, Lin, Omega Admissible Theory, Proc. London Math. Soc., 79(3), 481-510, 1999.08.
20. To, Wing-Keung; Weng, Lin, Green's Functions for Quasi-Hyperbolic Metrics on Degenerating Riemann Surfaces with a Separating Node, Ann. Global Anal. Geo., 17, no.3, 239-265, 1999.12.
21. Weng, Lin; You, Yuching, Standard Modules of Level l for SL2 in terms of Virasoro Algebra Representations, Comm. Algebra, 26, no.2, 613-625, 1998.08.
22. To, Wing-Keung; Weng, Lin, Curvature of the L2-Metric on the Direct Image of a Family of Hermitian-Einstein Vector Bundles, Amer. J. Math., 120 (1998), 649-661, 1998.06.
23. To, Wing-Keung; Weng, Lin, The Asymptotic Behavior of Green's Functions for Quasi-Hyperbolic Metrics on Degenerating Riemann Surfaces, Manuscripta Math., 93, no.4, 465-480, 1997.12.
24. Weng, Lin; You, Yuching, Analytic Torsions of Spheres, Internat. J. Math., 7, no.1, 109-125, 1996.02.
25. Weng, Lin, A Result on Bicanonical Maps of Surfaces of General Type, Osaka J. Math., 32, no.2, 467-473, 1995.06.