2 edition of J-holomorphic curves and moment maps found in the catalog.
J-holomorphic curves and moment maps
Ana Rita Pires Gaio
Thesis (Ph.D.) - University of Warwick, 1999.
|Statement||Ana Rita Pires Gaio.|
|The Physical Object|
|Number of Pages||282|
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An invaluable reference for users. but for a first stab at j-holomorphic curves and applications in symplectic topology one might want to try the little version Cited by: The five appendices of the book provide necessary background related to the classical theory of linear elliptic operators, Fredholm theory, Sobolev spaces, as well as Cited by: Appendix D.
Stable curves of genus zero Appendix E. Singularities and intersections (written with Laurent Lazzarini) View full volume PDFCited by: The five appendices of the book provide necessary background related to the classical theory of linear elliptic operators, Fredholm theory, Sobolev spaces, as well as Location: ETH, Zurich, Switzerland.
Dirac-harmonic maps are critical points of a fermionic action functional, generalizing the Dirichlet energy for harmonic maps. We consider the case where the source Author: M. Hamilton. Advancing research.
Creating connections. holomorphic curves using the method of negative curvature which has recently been fruitful in the study of equidimensional holomorphic map- pings. The eventual.
This book explains the foundations of holomorphic curve theory in contact geometry. By using a particular geometric problem as a starting point the authors guide.
The Convexity Theorem for the Moment Map (Atiyah-Guillemin-Sternberg) and the Compact- ness Theorem for Pseudo-Holomorphic Curves (Gromov) gave rise to a. Fig. I-1 Charts and transition maps s(Ω,R) the set of functions fof class C son Ω, i.
such that f τ1 α is of class C on τα(Uα α; if Ω is not open, Cs(Ω,R) is the. curve count by summing over all moduli spaces of disconnected bare holomorphic curves with boundary on L ˆX. A bare curve u: (;)!(X;L) contributes w(u) z ˜(). Download Citation | Holomorphic shadows in the eyes of model theory | We define a subset of an almost complex manifold (M,J) to be a holomorphic shadow if it is.
The 4-sphere S 4 with its canonical folded symplectic structure is of this form. We compute the moduli space of folded holomorphic maps of degree 1 into S 4 and give. Thu 96: (a) overview continued: J-holomorphic curves, Lagrangian Floer homology, Fukaya category. (b) basic symplectic geometry: symplectic manifolds, Lagrangian.
McDuff and D. Salamon, J-holomorphic curves and symplectic topology, Detailed explanation of holomorphic curves and some of their applications.