GENTLE II
+DÉCOLLAGE
Generalized geometry: towards topology, geometry, number theory; naturality, connections and low dimensions
+ deformations, cobordisms and Levi-flat structures
Spanish State Research Agency grants
GEN2GEN, GENTLE + DÉCOLLAGE
Universitat Autònoma de Barcelona
Objectives
GEN2GEN is exploring six lines of research:
Almost Hermitian Courant algebroids
The higher general Lie groupoid and higher parallel transport
Symmetric Poisson geometry and applications
Contact and SHS in generalized geometry
A new approach to generalized Sasakian
Courant algebroids and modular forms
DÉCOLLAGE deals with these four lines:
The Dirac complement problem and deformation theory
Cobordism theory and applications
Local and global properties of B3-structures
Complex-foliated generalized geometry & Levi-flat structures
GENTLE worked on six lines of research:
Naturality in generalized geometry
The role of symmetry and skew-symmetry
Holonomy & generalized connections
Generalized handle attachment
B3-geometry and Bianchi 3-folds
B2-geometry on surfaces
Seminars, events and news:
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r o b e r t o D O T r u b i o A T u a b D O T c a t
Spanish Research Agency grants
PID2025-173178NB-I00
(September 2026-August 2029)
CNS2024-154695
(Apr 2025-Mar 2027)
Previous grants:
PID2022-137667NA-I00
(September 2023-August 2026)