| 概要 | We will present recent results on a class of compact complex manifolds that strictly contains Fujiki's class C of manifolds bimeromorphically equivalent to compact Kähler manifolds and is strictly contained in the class of "strongly Gauduchon" manifolds that we introduced recently. The period map still makes sense in holomorphic families of such manifolds and is shown to still define a local holomorphic immersion. The concept of "co-polarised" deformations is introduced and is shown to enjoy properties very similar to those of polarised deformations of compact Kähler manifolds. Examples of such manifolds will be provided and various properties will be pointed out. |
-Manifolds