卡拉比-丘流形和相关几何

preface
part i. riemannian holonomy groups and calibrated geometry
dominic joyce
1 introduction
2 introduction to holonomy groups
3 berger's classification of holonomy groups
4 kahler geometry and holonomy
5 the calabi conjecture
6 the exceptional holonomy groups
7 introduction to calibrated geometry
8 calibrated submanifolds in rn
9 constructions of sl m-folds in ctm
10 compact calibrated submanifolds
11 singularities of special lagrangian m-folds
12 the syz conjecture, and sl fibrations