arXiv subjects

Daniel Lopez Garcia

Publications and source records attributed to Daniel Lopez Garcia.

2 recordsLinked to original sources

arXiv2026

Topology of singular foliations of closed 1-forms on orbifolds

We study the topological properties of the leaves of the singular foliation induced by a closed 1-form of Morse type on a compact orbifold. In particular, we establish criteria that characterize when all such leaves are compact, when they are non-compact, and how both types may coexist. As an application, we extend to the orbifold setting a celebrated result of Calabi, which provides a purely topological characterization of intrinsically closed harmonic 1-forms of Morse type.

math.DG↗

arXiv2024

More on $G$-flux and General Hodge Cycles on the Fermat Sextic

We study M-Theory solutions with $G$-flux on the Fermat sextic Calabi-Yau fourfold, focussing on the relationship between the number of stabilized complex structure moduli and the tadpole contribution of the flux. We use two alternative approaches to define the fluxes: algebraic cycles and (appropriately quantized) Griffiths residues. In both cases, we collect evidence for the non-existence of solutions which stabilize all moduli and stay within the tadpole bound

hep-th↗