11 citations · 24 across the 8 of their papers we have counts for
4 papers · 1 filter
Shifted lagrangian structures in Poisson geometry
Daniel Álvarez, Henrique Bursztyn, Miquel Cueca
This paper develops new aspects of the interplay between shifted symplectic geometry and classical Poisson geometry, focusing on lagrangian morphisms into 2-shifted symplectic grou…
Lecture notes on the symplectic geometry of graded manifolds and higher Lie groupoids
Miquel Cueca, Antonio Maglio, Fabricio Valencia
In this work, we study symplectic structures on graded manifolds and their global counterparts, higher Lie groupoids. We begin by introducing the concept of graded manifold, starti…
Deformations of Lagrangian -submanifolds
Miquel Cueca, Jonas Schnitzer
In this paper we prove graded versions of the Darboux Theorem and Weinstein's Lagrangian tubular neighbourhood Theorem in order to study the deformation theory of Lagrangian -s…
The geometry of graded cotangent bundles
Miquel Cueca
Given a vector bundle we study the geometry of the graded manifolds , including their canonical symplectic structures, compatible Q-structures and Lagrangian Q…