This is the first in a series of papers dedicated to the study of Poisson manifolds of compact
types (PMCTs). This notion encompasses several classes of Poisson manifolds defined via …

This is the second paper of a series dedicated to the study of Poisson structures of compact
types (PMCTs). In this paper, we focus on regular PMCTs, exhibiting a rich transverse …

For a source proper, source connected regular symplectic groupoid acting locally free and
effectively in a Hamiltonian way with proper moment map having connected fibres there is …

This note is devoted to the study of the homology class of a compact Poisson transversal in a
Poisson manifold. For specific classes of Poisson structures, such as unimodular Poisson …

Poisson manifolds of strong compact type over 2-tori Page 1 Pacific Journal of Mathematics
POISSON MANIFOLDS OF STRONG COMPACT TYPE OVER 2-TORI LUKA ZWAAN Volume …

We describe the deformation cohomology of a symplectic groupoid, and use it to study
deformations via Moser path methods, proving a symplectic groupoid version of the Moser …

arXiv:2109.08542v1 [math.SG] 17 Sep 2021 Page 1 arXiv:2109.08542v1 [math.SG] 17 Sep 2021
MULTIPLICATIVE GRAY STABILITY CAMILO ANGULO MARÍA AMELIA SALAZAR DANIELE …

Poisson manifolds were first introduced in 1977 by Lichnerowicz [Lic77], and further studied
by Alan Weinstein in his seminal papers [Wei83] and [Wei87]. A Poisson structure on a …

This is the second paper of a series dedicated to the study of Poisson structures of compact
types (PMCTs). In this paper, we focus on regular PMCTs, exhibiting a rich transverse …

We explain a general strategy for constructing Poisson manifolds of strong compact type,
and carry out in detail an application of this contruction using K3 surfaces, following the idea …