Strong formality of toric and homogeneous compact Kähler manifolds
Authors
Giovanni Placini
Jonas Stelzig
Leopold Zoller
Abstract
All compact Kähler, or even $\partial\bar\partial$-manifolds, are rationally formal. Not all of them are strongly formal. Yet some of them are: For complete smooth complex toric varieties and homogeneous compact Kähler manifolds we show the stronger property that they are both rationally and strongly formal in a compatible way.
