Web17 mei 2024 · A compact complex manifold V is called Vaisman if it admits a Hermitian metric which is conformal to a Kähler one, and a non-isometric conformal action by $$\\mathbb {C}$$ C . It is called quasi-regular if the $$\\mathbb {C}$$ C -action has closed orbits. In this case the corresponding leaf space is a projective orbifold, called the quasi … WebAbstract. In this paper we construct an explicit geometric model for the group of gerbes over an orbifold X. We show how from its curvature we can obtain its characteristic class in H …
Relative and orbifold Gromov{Witten invariants
Web1 jan. 1992 · The present note extends these arguments to the fundamental group of any closed Riemannian orbifold of strictly negative curvature and to the Eberlein-O ... [0, 1] … WebTransformation groups Orbifolds Definitions and terminology Covering spaces and ˇorb 1 1- and 2-dimensional orbifolds Definition An orbifold atlas on X is a compatible … lightsey\u0027s seafood restaurant okeechobee fl
Algebraic orbifold quantum products - ResearchGate
WebORBIFOLD PRODUCTS FOR HIGHER K-THEORY AND MOTIVIC COHOMOLOGY LIE FU AND MANH TOAN NGUYEN Abstract.Due to the work of many authors in the last … Web1 mei 2010 · Details of Grant. Our main object of study are orbifolds - roughly speaking, spaces which are locally the quotient M/G of a complex manifold M by the action of a finite group G.Subgroups of linear groups play a prominent role in geometry and algebra at all levels: finite subgroups of rotations of 3-space appear as the symmetry groups of regular ... Weband the regular pentagon P generate the same Teichmuller curve. In fact, Lcorresponds to the orbifold point of order 2 on V, while Pcorresponds to the point of order 5 (see ... [BM2] I. I. Bouw and M. Moller. Teichmuller curves, triangle groups and Lyapunov exponents. Ann. of Math. 172(2010), 139{185. [Ca] K. Calta. Veech surfaces and complete ... lightsforfun.co.uk