METRICS THROUGH NON-KÄHLER TRANSITIONS

It was proposed by Clemens, Friedman and Reid to connect Calabi-Yau threefolds of different topologies by an operation known as a conifold transition. However, this process may produce a non-Kähler complex manifold with trivial canonical bundle.
We will consider conifold transitions from the point of view of differential geometry and discuss passing special metrics through a non-Kähler transition.
This is joint work with T.C. Collins and S.-T. Yau.

Please, contact the organizers in order to get the Webex link to participate.

The schedule of the talks planned until June 2021 is available on our website

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