Event

Talk
G2 structures on solvmanifolds
Dr. Simon Chiossi (HU)
9 Jan 2006, 16:30

Conformally G2 manifolds are Riemannian manifolds with a G2 structure whose metric can be modified to a holonomy structure by a conformal change. There is an interesting construction of homogeneous conformally G2 structures on solvmanifolds built from underlying SU(3) structures. I will show how the corresponding non-homogeneous G2 metrics can be obtained also by evolving the SU(3) structure in time. (Possible reference: arXive math.DG/0510087)

Related to:

• Simon George Chiossi