We reinterpret the generalised Lie derivative of M-theory $ E_6 $ generalised geometry as
hamiltonian flow on a graded symplectic supermanifold. The hamiltonian acts as the …

A bstract The connection between two recent descriptions of tensor hierarchies—namely,
infinity-enhanced Leibniz algebroids, given by Bonezzi & Hohm and Lavau & Palmkvist, and …

We present a concise overview of the physical and mathematical structures underpinning
the appearence of nonassociative deformations of geometry in non-geometric string theory …

A bstract We construct a Poisson algebra of brane currents from a QP-manifold, and show
their Poisson brackets take a universal geometric form. This generalises a result of Alekseev …

A bstract Starting from a higher Courant bracket associated to exceptional generalized
geometry, we provide a systematic derivation of all types of fluxes and their Bianchi identities …

We study AKSZ‐type BV constructions for the topological A‐and B‐models within a double
field theory formulation that incorporates backgrounds with geometric and non‐geometric …

We introduce a technique to realize brane wrapping and double dimensional reduction in
the context of Alexandrov-Kontsevich-Schwarz-Zaboronsky (AKSZ) topological sigma …

We introduce QP manifolds that capture the generalised geometry of type IIA string
backgrounds with Ramond–Ramond fluxes and Romans mass. Each of these is associated …

We give a self-contained survey of some approaches aimed at a global description of the
geometry underlying double field theory. After reviewing the geometry of Courant algebroids …

We introduce M-theoretic generalisations of the notion of (exact) Courant algebroid, and
summarise their connections to generalised geometry, U-duality, and the physics of strings …