Manami Roy

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math.NT2024

Towards a classification of $p^{2}$ -discriminant ideal twins over number fields

Alyson Deines, Asimina S. Hamakiotes, Andreea Iorga +3

Isogenous elliptic curves have the same conductor but not necessarily the same minimal discriminant ideal. In this article, we explicitly classify all $p^{2}$ -isogenous elliptic curv…

math.NT2024

Prime isogenous discriminant ideal twins

Alexander J. Barrios, Maila Brucal-Hallare, Alyson Deines +2

Let $E_{1}$ and $E_{2}$ be elliptic curves defined over a number field $K$ . We say that $E_{1}$ and $E_{2}$ are discriminant ideal twins if they are not $K$ -isomorphic and have the…

math.NT2024

The quaternionic Maass Spezialschar on split $SO (8)$

Jennifer Johnson-Leung, Finn McGlade, Isabella Negrini +2

The classical Maass Spezialschar is a Hecke-stable subspace of the space of holomorphic Siegel modular forms of genus two and level one cut out by certain linear relations among Fo…

Towards a classification of p2-discriminant ideal twins over number fields

Prime isogenous discriminant ideal twins

The quaternionic Maass Spezialschar on split SO(8)

Towards a classification of $p^{2}$ -discriminant ideal twins over number fields

The quaternionic Maass Spezialschar on split $SO (8)$