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Duality and infinite distance limits in asymmetric freely acting orbifolds

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Theories using asymmetric orbifolds demonstrate unique duality groups and new infinite distance points.

The effective field theories derived from the orbifolds maintain eight supercharges, indicating strong symmetry properties.
Congruence subgroups of the modular group represent the reduced duality groups that stem from the orbifold's free action.
The analysis shows that distance conjectures are satisfied in this non-geometric compactification of string theory.
New and intriguing points at infinite distances in moduli space point towards a richer landscape of string theories.

Gkountoumis et al. (2025) studied this question.

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