On the Generalized Geometry Origin of Noncommutative Gauge Theory

Abstract

We discuss noncommutative gauge theory from the generalized geometry point of view. We argue that the equivalence between the commutative and semiclassically noncommutative DBI actions is naturally encoded in the generalized geometry of D-branes.

dedicated to Bruno Zumino on the occasion of his 90th birthday

References in corpus (1)

• Non-geometric Backgrounds and the First Order String Sigma Model

Cited by in corpus (13)

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• One-Loop $\beta$ Function of the Double Sigma Model with Constant Background
• Gauge Transformation of Double Field Theory for Open String
• Extended generalized geometry and a DBI-type effective action for branes ending on branes
• Highly Effective Action from Large N Gauge Fields
• Dimensional Reduction of the Generalized DBI
• Boundary Conditions and the Generalized Metric Formulation of the Double Sigma Model
• Supergravity with Doubled Spacetime Structure
• Ambiguities in the Seiberg-Witten Map and Emergent Gravity
• Integrable Hopf twists, marginal deformations and generalised geometry
• Geometry of Membrane Sigma Models