Ida G. Zadeh

activity

20242026

collaborators

3 papers

math.AG2026

Tracking the symmetries of $Z_{3}$ -orbifold K3s within the Mathieu groups

Kasia Budzik, Anne Taormina, Mara Ungureanu +2

For $Z_{3}$ -orbifold limits of K3, we provide a counterpart to the extensive studies by Nikulin and others of the geometry and symmetries of classical Kummer surfaces. In par…

hep-th2025

Asymmetric Orbifolds, Rank Reduction and Heterotic Islands

We consider toroidal asymmetric orbifolds of the heterotic string preserving all 16 supercharges, developing a general formalism to study components of the moduli space characteriz…

hep-th2024

Minimally Extended Current Algebras of Toroidal Conformal Field Theories

Hans Jockers, Maik Sarve, Ida G. Zadeh

It is well-known that families of two-dimensional toroidal conformal field theories possess a dense subset of rational toroidal conformal field theories, which makes such families…

Tracking the symmetries of Z3​-orbifold K3s within the Mathieu groups

Asymmetric Orbifolds, Rank Reduction and Heterotic Islands

Minimally Extended Current Algebras of Toroidal Conformal Field Theories

Tracking the symmetries of $Z_{3}$ -orbifold K3s within the Mathieu groups