Matrix models and non-Abelian T dual of $Ad{S}_5\times S^5$

Abstract

We compute Euclidean Wilson loops for BMN Plane Wave Matrix Models. The stringy counterpart of these Wilson loops corresponds to various semi-classical open string embedding that probe a class of half BPS geometries in Type IIA supergravity. These geometries fall under the general category of Lin-Lunin and Maldacena (LLM). As a special class of solutions within the LLM category, we construct Wilson operators corresponding to the non-Abelian T dual (NATD) of $Ad{S}_5\times S^5$. Our analysis shows close agreement between matrix model and string theory calculations.

version to appear in Fortschritte der Physik - Progress of Physics

References in corpus (5)

• On non-abelian T-dual geometries with Ramond fluxes
• Non-abelian T-duality, Ramond Fields and Coset Geometries
• Semi-classical open string corrections and symmetric Wilson loops
• Wilson loops in unitary matrix models at finite $N$
• The electrostatic view on M-theory LLM geometries

Cited by in corpus (1)

• Holographic timelike entanglement and $c$ theorem for supersymmetric QFTs in ($0+1$)d