Yu-Sheng Lee

activity

20232025

collaborators

3 papers

math.NT2025

Anticyclotomic Euler Systems for CM fields

Yu-Sheng Lee

Let $K / F$ be a CM extension satisfying the ordinary assumption for an odd prime $p$ and let $ψ$ be a finite order anticyclotomic Hecke character of $K$ . When $K$ has a place above…

math.NT2024

Hida family of theta lift from U(1) to definite U(2)

Yu-Sheng Lee

Let K/F be a CM extension satisfying the ordinary assumption for an odd prime p. In this article, we construct Hida families that interpolate theta lifts of algebraic Hecke charact…

math.NT2023

Derived $p$ -adic heights and the leading coefficient of the Bertolini--Darmon--Prasanna $p$ -adic $L$ -function

Francesc Castella, Chi-Yun Hsu, Debanjana Kundu +2

Let $E / Q$ be an elliptic curve and let $p$ be an odd prime of good reduction for $E$ . Let $K$ be an imaginary quadratic field satisfying the classical Heegner hypothesis a…

Anticyclotomic Euler Systems for CM fields

Hida family of theta lift from U(1) to definite U(2)

Derived p-adic heights and the leading coefficient of the Bertolini--Darmon--Prasanna p-adic L-function

Derived $p$ -adic heights and the leading coefficient of the Bertolini--Darmon--Prasanna $p$ -adic $L$ -function