Summary
Amihay Hanany is doing research in string theory.
His area of expertise is on the dynamics of branes and their corresponding world volume theories.
Hanany made significant contributions in this area of study.
The contributions include:
- Brane creation effect
- Brane Intervals
- Brane tilings
- Study of moduli spaces of classical solutions such as instantons, monopoles, and vortices.
There are several contributions which made contact with mathematics, among which are
- Brane tilings
- Tropical geometry
- Cluster algebras
- Coulomb branch construction of HyperKähler cones
Publications
Journals
Bachas C, Bianchi M, Hanany A, N=2 Moduli of AdS4 vacua: A fine-print study
Cabrera S, Hanany A, Quiver Subtractions
Cabrera S, Hanany A, Kalveks R, Quiver Theories and Formulae for Slodowy Slices of Classical Algebras
Cheng G, Hanany A, Li Y, et al., Coulomb Branch for A-type Balanced Quivers in 3d $\mathcal{N}=4$ gauge theories
Ferlito G, Hanany A, A tale of two cones: the Higgs Branch of Sp(n) theories with 2n flavours