4 citations · 7 across the 3 of their papers we have counts for
3 papers
math.AG2012★ 2 cited
Special Uniformity of Zeta Functions I. Geometric Aspect
Lin Weng
The special uniformity of zeta functions claims that pure non-abelian zeta functions coincide with group zeta functions associated to the special linear groups. Naturally associate…
math.AG2012★ 1 cited
Zeta functions for function fields
Lin Weng
We introduce new non-abelian zeta functions for curves defined over finite fields. There are two types, i.e., pure non-abelian zetas defined using semi-stable bundles, and group ze…
math.AG2012★ 4 cited
Zeta Functions for Elliptic Curves I. Counting Bundles
Lin Weng
To count bundles on curves, we study zetas of elliptic curves and their zeros. There are two types, i.e., the pure non-abelian zetas defined using moduli spaces of semi-stable bund…