Tangent and normal bundles in almost complex geometry
Permanent link
https://hdl.handle.net/10037/2122Date
2005-06-10Type
Journal articleTidsskriftartikkel
Peer reviewed
Author
Kruglikov, BorisAbstract
We define and study pseudoholomorphic vector bundles structures,
particular cases of which are tangent and normal bundle almost complex
structures. As an application we deduce normal forms of 1-jets of almost
complex structures along a pseudoholomorphic submanifold. In dimension
four we relate these normal forms to the problem of pseudoholomorphic
foliation of a neighborhood of a curve and the question of non-deformation
and persistence of pseudoholomorphic tori.
Description
Dette er forfatternes aksepterte versjon.
This is the author’s final accepted manuscript.
Publisher
ElsevierCitation
Differential Geometry and its Applications Volume 25, Issue 4, August 2007, Pages 399-418 doi:10.1016/j.difgeo.2007.02.007Metadata
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