We discuss the theory of equivariant localization focussing on applications relevant for
holography. We consider geometries comprising compact and non-compact toric orbifolds …

We consider three-dimensional ${\mathcal N}= 2$ supersymmetric field theories defined on
general complex-valued backgrounds of Euclidean new minimal supergravity admitting two …

Extremization problems are frequently encountered in AdS/CFT. Field theory observables
such as central charges and sphere partition functions can be computed from extremal …

Gromov-Witten invariants play a crucial role in symplectic-and enumerative Geometry as
well as topological String Theory. Essentially, these invariants are a count of (pseudo) …

This paper introduces a concrete relation between genus zero closed Gromov–Witten
invariants of Calabi–Yau threefolds and genus zero open Gromov–Witten invariants of a …