一类非紧致特殊拉格朗日子轨形的形变(英文)  

Deformation of a Class of Non-compact Special Lagrangian Suborbifolds

作　　者：陈小民 武国宁 

机构地区：[1]中国石油大学数学系,北京102249

出　　处：《数学进展》2015年第2期277-286,共10页Advances in Mathematics（China）

基　　金：Partially supported by NSFC(No.11071257);supported by Science Foundation of China University of Petroleum,Beijing

摘　　要：本文研究了一类非紧致的特殊拉格朗日子轨形的形变.通过结合一类强渐近锥形特殊拉格朗日子流形形变以及紧致的特殊拉格朗日子轨形形变理论,证明了一类非紧致特殊拉格朗日子轨形形变的模空间是一个光滑流形.In this article we study the deformation of a class of non-compact special Lagrangian suborbifolds.By combining the theory of strongly asymptotically conical special Lagrangian submanifolds with that of compact special Lagrangian suborbifolds,we obtain that the moduli space of deformation of this non-compact special Lagrangian suborbifolds is a smooth manifold.

关 键 词：特殊拉格朗日子轨形 Calabi-Yau流形 非紧致流形 

分 类 号：O186.12[理学—数学]