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Misha Verbitsky
  • Member for 12 years, 4 months
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76 votes
2 answers
8k views

Complex structure on $S^6$ gets published in Journ. Math. Phys

17 votes
1 answer
634 views

Cohomology of real analytic coherent sheaves

13 votes
3 answers
1k views

orbits of automorphism group for indefinite lattices

12 votes
3 answers
720 views

2-dimensional sublattices with all vectors having very big square (in absolute value)

12 votes
1 answer
337 views

Compact quaternionic Kahler manifolds of negative curvature: examples

11 votes
1 answer
560 views

Flat manifolds and irreducible representations

11 votes
2 answers
436 views

A list of all irreducible 4-dimensional real representations

11 votes
1 answer
429 views

Does a resolution of a rational singularity have rationally connected fibers?

10 votes
3 answers
723 views

Newlander-Nirenberg in dimension 2

9 votes
2 answers
435 views

Bieberbach theorem for compact, flat Riemannian orbifolds

8 votes
1 answer
238 views

reference to a theorem about a product of harmonic and parallel forms

8 votes
2 answers
214 views

Smooth rank one foliations with closed leaves

7 votes
1 answer
449 views

Stabilizer of Sp(n) and U(n) in GL(n)

7 votes
0 answers
111 views

holomorphic functions on Stein manifolds reaching maxima in a given point on the boundary (Shilov boundary)

7 votes
1 answer
341 views

Gorenstein varieties: why the two definitions are equivalent?

6 votes
0 answers
82 views

G-sheaves on spaces with a free G-action

5 votes
1 answer
395 views

Level set of convex and plurisubharmonic functions (Ricci curvature and other curvature conditions)

5 votes
2 answers
300 views

fibers of birational contraction for complex manifolds - are they Moishezon?

4 votes
1 answer
177 views

CSC Kahler metrics on a blown-up torus

4 votes
1 answer
420 views

Dirichlet polyhedra for hyperbolic manifolds

3 votes
0 answers
122 views

Deformation to a normal cone for a holomorphically symplectic manifold

2 votes
0 answers
42 views

Calabi–Yau theorem and complex Monge–Ampère equation for transversally Kähler manifolds

1 vote
1 answer
242 views

compact manifold as a hyperkahler quotient of an infinite-dimensional affine space