In this learning seminar series we will be introducing
locally conformally Kähler geometry.
An introduction to the subject can be found at:

Reference: S. Dragomir, L. Ornea - Locally conformal Kähler geometry.
Progress in Mathematics, 155. Birkhäuser, Boston, MA,1998.

LCK 1: Introduction. Lee form. Torsion 1-form. Weyl connection.

LCK 2: Vaisman's conjectures. Curvature properties.

LCK 3: Blow up. Adapted cohomology.

LCK 4: Examples. Hopf manifolds. Inoue surfaces. Generalized
Thurston's manifold.