Algebraic Geometry Seminar

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On dominability of hyperkaehler manifolds

Speaker: Ljudmila Kamenova, Stony Brook University

Location: Warren Weaver Hall 312

Date: Friday, April 27, 2018, 3:30 p.m.

Synopsis:

An $n$-dimensional complex manifold $M$ is dominable
by $C^n$ if there is a holomorphic map $F: \C^n \rightarrow M$
such that the Jacobian determinant of $F$ is not identically
zero. In this talk we are going to discuss some cases when
a hyperkaehler manifold is dominable by the complex $2n$-space
$C^{2n}$. We are also going to mention connections with Brody
non-hyperbolicity. This work is joint with Steven Lu.