A bstract We give a double copy construction for the symmetries of the self-dual sectors of
Yang-Mills (YM) and gravity, in the light-cone formulation. We find an infinite set of double …

A bstract Building on our proposal in [1], we present in detail the construction of the
extended phase space for Yang-Mills at null infinity, containing the asymptotic symmetries …

A bstract Superrotations are local extensions of the Lorentz group at null infinity that have
been argued to be symmetries of gravitational scattering. In their smooth version, they can …

A bstract Working in the self-dual sector for Yang-Mills and gravity, we show how to construct
an extended phase space at null infinity, to all orders in the radial expansion. This formalises …

A bstract In this work we present the construction of a renormalized symplectic form on an
extended phases space where the higher order large gauge transformations (LGT) act …

Abstract Soft symmetries for Yang–Mills theory are shown to correspond to the residual
Hamiltonian action of the gauge group on the Ashtekar–Streubel phase space, which is the …

A bstract We investigate\(\mathcal {O}\)(r N) asymptotic symmetries for a two-form gauge
field in four-dimensional Minkowski spacetime. By employing symplectic renormalization, we …

By using the K-free complex bosons and the K-free complex fermions, we construct the N= 2
supersymmetric W∞ K, K algebra which is the matrix generalization of previous N= 2 …

We study the symplectic structure and dynamics of Yang-Mills theory in the presence of a
boundary. We introduce a decomposition of the fields on a Cauchy slice such that the …

We advance the study of pure de Sitter supergravity by introducing a finite formulation of
unimodular supergravity via the super-St\" uckelberg mechanism. Building on previous …