Mulun Yin

collaborators

3 papers

math.NT2025

On the Tamagawa number conjecture for newforms at Eisenstein primes

Mulun Yin

We extend the results of [CGLS22] to higher weight modular forms and prove a rank $0$ Tamagawa number formula (also known as the Bloch-Kato conjecture) for modular forms at good Ei…

math.NT2024

$p$ -converse theorems for elliptic curves of potentially good ordinary reduction at Eisenstein primes

Timo Keller, Mulun Yin

Let $E / Q$ be an elliptic curve and $p \geq 3$ be a prime. We prove the $p$ -converse theorems for elliptic curves of potentially good ordinary reduction at Eisenstein primes…

math.NT2024

On the anticyclotomic Iwasawa theory of newforms at Eisenstein primes of semistable reduction

Timo Keller, Mulun Yin

Let $f$ be a newform of weight $k = 2 r$ and level $N$ with trivial nebentypus. Let $p ∤ 2 N$ be a maximal ideal of the ring of integers of the coefficient field of $f$ s…

On the Tamagawa number conjecture for newforms at Eisenstein primes

p-converse theorems for elliptic curves of potentially good ordinary reduction at Eisenstein primes

On the anticyclotomic Iwasawa theory of newforms at Eisenstein primes of semistable reduction

$p$ -converse theorems for elliptic curves of potentially good ordinary reduction at Eisenstein primes