April 20, 2018
Non-K?hler Mirror Symmetry of the Iwasawa Manifold
We propose a new approach to the Mirror Symmetry Conjecture in a form suitable to possibly non-K?hler compact complex manifolds whose canonical bundle is trivial. We apply our methods by proving that the Iwasawa manifold X, a well-known non-K?hler compact complex manifold of dimension 3, is its own mirror dual to the extent that its Gauduchon cone, replacing the classical K?hler cone that is empty in this case, corresponds to what we call the local universal family of essential deformations of X.