Ke-Feng Liu

activity

20152026

most citedp-adic variation of unit root L-functions

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

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math.NT2022★ 1 cited

Rank growth of elliptic curves in $S_{4}$ and $A_{4}$ quartic extensions of the rationals

Daniel Keliher

We investigate the rank growth of elliptic curves from $Q$ to $S_{4}$ and $A_{4}$ quartic extensions $K / Q$ . 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…

Rank growth of elliptic curves in S4​ and A4​ quartic extensions of the rationals

p-adic variation of unit root L-functions

Rank growth of elliptic curves in $S_{4}$ and $A_{4}$ quartic extensions of the rationals