A. Bandini

collaborators

2 papers

math.NT2025

Drinfeld Quasi-Modular Forms of Higher Level

Andrea Bandini, Maria Valentino, Sjoerd de Vries

We study the structure of the vector space of Drinfeld quasi-modular forms for congruence subgroups. We provide representations as polynomials in the false Eisenstein series with c…

math.NT2025

The algebra $Z_{ℓ} [[Z_{p}^{d}]]$ and applications to Iwasawa theory

Andrea Bandini, Ignazio Longhi

Let $ℓ$ and $p$ be distinct primes, and let $\G$ be an abelian pro- $p$ -group. We study the structure of the algebra $Å:=\Z_\ell[[\G]]$ and of $A ˚ $ -modules. The algebra $A ˚ $ tur…

Drinfeld Quasi-Modular Forms of Higher Level

The algebra Zℓ​[[Zpd​]] and applications to Iwasawa theory

The algebra $Z_{ℓ} [[Z_{p}^{d}]]$ and applications to Iwasawa theory