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math-ph2026

The reduced Dirac structure of General Relativity on manifolds with corners

Alberto S. Cattaneo, Filippo Fila-Robattino, Manuel Tecchiolli

The paper derives the Poisson structure on the corners of four‑dimensional Palatini‑Cartan gravity, constructs a reduced Dirac structure for corner fields, and shows its equivalenc…

math-ph2026

Corner Quantization of 4D Theory

Giovanni Canepa, Alberto S. Cattaneo, Filippo Fila-Robattino +1

This note studies the quantized corner structure of four-dimensional theory, classifies the associated free and physical corner algebras and constructs possible representation…

math-ph2026

BV pushforward as a quasi-isomorphism

Alberto S. Cattaneo, Pavel Mnev

Given a BV theory on a space of fields split into two subspaces ("infrared" and "ultraviolet"), one has the BV pushforward map , sending observables to observables of the effe…

math-ph2026

The Reduced Phase Space of Supergravity in the BV-BFV formalism

Alberto S. Cattaneo, Filippo Fila-Robattino

This paper describes the reduced phase space of , supergravity in the fully off-shell Palatini--Cartan formalism. This is achieved through the KT construction, allowing…

math-ph2025

BV Pushforward of Palatini-Cartan gravity

Giovanni Canepa, Alberto S. Cattaneo

The goal of this note is to show that the standard BV formulation of gravity in the Palatini-Cartan formalism is equivalent, using a BV pushforward, to an AKSZ-like version compati…

math-ph2025

Gravity Coupled with Scalar, SU, and Spinor Fields on Manifolds with Null-Boundary

Alberto S. Cattaneo, Filippo Fila-Robattino, Valentino Huang +1

In this paper, we present a theory for gravity coupled with scalar, SU and spinor fields on manifolds with null-boundary. We perform the symplectic reduction of the space of b…