Explore the intricacies of T-duality and generalized G_2 structures in this 47-minute conference talk. Delve into the construction of infinitesimal T-duality on nilmanifolds and its implications. Examine how T-duality can be applied to classical G_2-structures on seven-dimensional manifolds, both closed and co-closed, to obtain integrable generalized G_2-structures. Discover how this process yields manifolds with closed generalized G_2-structures that do not admit closed usual G_2-structures. Learn about the joint research conducted with V. del Barco and L. Soriani, which introduces non-zero three-forms in the resulting structures.
Overview
Syllabus
Lino Grama, CAMPINAS: T-duality and generalized G_2 structures Pt. 2
Taught by
IMSA
Tags
Related Courses
-
T-Duality and Generalized G_2 Structures
-
Spherical T-duality and Generalized Log Transform - Applications to Generalized Hopf Manifolds
-
Spherical T-Duality Meets Exotic Spheres and Homotopy Hopf Manifolds
-
T-Duality With Fixed Points
-
T-Duality with Fixed Points - A Differential Geometric Approach
-
Commuting Pairs of Generalized Structures, Para-Hyper-Hermitian and Born Geometry
