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Yury Ustinovskiy
Princeton
PhD student at Princeton
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Top Questions
8
votes
Positive Hermitian-Einstein metrics on stable vector bundles
dg.differential-geometry
complex-geometry
kahler-manifolds
asked Oct 4 '16 at 21:08
mathoverflow.net
7
votes
Graphs with prescribed numbers of k-cliques
co.combinatorics
graph-theory
discrete-geometry
asked May 31 '16 at 20:01
mathoverflow.net
7
votes
Hard Lefschetz property and Moishezon manifolds
ag.algebraic-geometry
complex-geometry
asked Jul 18 '17 at 22:30
mathoverflow.net
5
votes
Chern-Einstein metrics on complex Hermitian manifolds
dg.differential-geometry
complex-geometry
asked Apr 15 '16 at 2:37
mathoverflow.net
5
votes
Pinching of an ODE on a simple Lie algebra
dg.differential-geometry
ca.analysis-and-odes
lie-algebras
asked Feb 25 '17 at 1:11
mathoverflow.net
Top Answers
17
What are the important geometric-topological consequences of 4-dimensional version of Gauss-Bonnet-Chern theorem?
mathoverflow.net
8
Is there any relationship between the topologies of the clique complex and the independence complex?
mathoverflow.net
8
Stiefel-Whitney classes of tensor product $\xi^m \otimes \eta^n$, computation
mathoverflow.net
6
Examples of compact complex non-Kähler manifolds which satisfy $h^{p,q} = h^{q,p}$
mathoverflow.net
6
Kähler forms arising as the curvature form of a singular metric on a line bundle
mathoverflow.net
5
$\text{GL}(n + k, \mathbb{R})$ is a principal $H$ bundle over the Grassmann manifold $G_n(\mathbb{R}^{n+k})$?
mathoverflow.net
5
$n + 1 = 2^rm$ with $m$ odd $\implies$ do not exist $2^r$ vector fields on $\mathbb{P}^n$ that are everywhere linearly independent?
mathoverflow.net
5
Atiyah-sequence-like definition of connection on vector bundles?
mathoverflow.net
5
Geodesics on Homogeneous Spaces of $SU(n)$
mathoverflow.net
5
Submanifold of a Lie group whose tangent bundle is invariant under group (left) action
mathoverflow.net
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