activity
20152026
most citedp-adic variation of unit root L-functions

3 citations · 6 across the 6 of their papers we have counts for

collaborators

6 papers

math.GT2026

Khovanov homology: pro-tangles, derived colimits and spectral sequences

Jian Liu, Kefeng Liu, Li Shen

This paper introduces \emph{pro-tangles}, a natural generalization of classical tangles, which are functors from the Boolean cube to Bar-Natan's cobordism category. By employing th…

math.AG2026

Limits of Hyperkähler Manifolds and Moduli Spaces of Sheaves on K3 Surfaces

Kefeng Liu, Yang Shen

We prove that a compact strongly Gauduchon manifold which is a limit of compact hyperkähler manifolds is bimeromorphic to a compact hyperkähler manifold. This settles a case of a c…

math.AC2024★ 2 cited

The reciprocal complement of a polynomial ring in several variables over a field

Neil Epstein, Lorenzo Guerrieri, K. Alan Loper

The *reciprocal complement* of an integral domain is the subring of its fraction field generated by the reciprocals of its nonzero elements. Many properties of ar…

math.GT2023

Spin Lefschetz fibrations are abundant

Mihail Arabadji, R. Inanc Baykur

We prove that any finitely presented group can be realized as the fundamental group of a spin Lefschetz fibration over the 2-sphere. We moreover show that any admissible lattice po…

math.NT2022★ 1 cited

Rank growth of elliptic curves in and quartic extensions of the rationals

Daniel Keliher

We investigate the rank growth of elliptic curves from to and quartic extensions . In particular, we are interested in the quantity $\mathrm{…

math.NT2015★ 3 cited

p-adic variation of unit root L-functions

C. Douglas Haessig, Steven Sperber

Dwork's conjecture, now proven by Wan, states that unit root L-functions "coming from geometry" are p-adic meromorphic. In this paper we study the p-adic variation of a family of u…