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K-group of orbifold curves

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 https://dmsremodels.com

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

QUANTUM K-THEORY OF TORIC STACKS

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K-group of orbifold curves

HYPERBOLICITY OF GEOMETRIC ORBIFOLDS - CNRS

WebThe orbifold fundamental group is the group formed by homotopy classes of orbifold loops. If the orbifold arises as the quotient of a simply connected manifold M by a proper … Web14 feb. 2005 · Abstract: For a finite group G acting on a smooth projective variety X, we construct two new G-equivariant rings: first the stringy K-theory of X, and second the …

K-group of orbifold curves

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Webmultiplication of the group. (d) Suppose a Lie group K acts smoothly on a manifold M, say from the left. One can define a Lie groupoid K⋉ M with as objects the points x∈M, and … http://www.antoinebourget.org/2024/01/24/fundamental-group-of-orbifolds.html

http://www.its.caltech.edu/~matilde/ATMPtwistedindexFQHE.pdf Weborbifold. Then either • fis combinatorially equivalent to a rational map g: Cb → Cb, unique up to automorphisms of Cb, or • there is an f-invariant system of disjoint simple closed curves Γin S2 −P providing a topological obstruction to such an equivalence. The technical condition “with hyperbolic orbifold” rules out certain elemen-

Web7 jun. 2011 · The orbifold cohomology of moduli spaces of curves is studied in [ 16, 18, 21] (see also the PhD thesis [ 17, 22 ]). The present work has some nontrivial intersection … WebFor an arbitrary gerbe L, a twisting Korb(X) of the orbifold K-theory of X is constructed, and shown to generalize previous twisting by Rosenberg [28], Witten [35], AtiyahSegal [2] …

Webbraic curves that every Riemann surface can be realized as an algebraic curve. Philosophically, the situation can be compared to nite group theory. If one wishes to understand nite matrix groups, one may divide the study into two halves: classify all abstract groups, and then classify the linear representations of groups.

WebA few comments on the notation and terminology used in Theorem 1.1: (1) The topological space underlying an orientable 2-dimensional hyperbolic orbifold is an orientable … lightsforyouWeb11 sep. 2024 · Let X be an orbifold del Pezzo surface having at worst a basket B= ˆ ki 1 r (1, a) : 3 r 10,ki 0 ˙ of rigid orbifold points and their image X ,!P(ai) under their anti-canonical embedding can be described as a hypersurface or as a codimension 2 complete intersection or as a weighted complete intersection in wGr(2,5) or pearl air freshenerWeb15 dec. 2013 · A good notion should reasonably include the following maps: Coverings between orbifolds (in particular, from manifold to orbifolds), Fiberings between orbifolds … lightsgo.co.ukWebIn this paper, we will choose the third K-group K orb(X) as the state space. It is referred to as the full orbifold K-group in [40]. One of the reasons for this choice is that the … lightsgoblueWebDe nition 3.2. An n-dimensional orbifold atlas on Xis a collection U= f(U~ ;G ;ˇ )g 2I. of compatible n-dimensional orbifold charts which cover X: De nition 3.3. An orbifold Oof … pearl air conditioner remoteWeb26 mrt. 2014 · We extend Okounkov and Pandharipande’s work on the equivariant Gromov–Witten theory of $${\\mathbb{P}^1}$$ P 1 to a class of stacky curves … lightshade dispensary dealsWeb2 Symmetric products, orbifold fundamental group, and orbifold coverings 456 3 Group algebras and K-theory 460 4 The magnetic field and twisted group algebras 466 5 … lightsfor acurved attic ceiling