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Answers
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Extremal Fano with non constant scalar curvature vs Kaehler-Einstein Fano manifolds
12
Which nonlinear PDEs are of interest to algebraic geometers and why?
9
How can we detect the existence of almost-complex structures?
2
If X fails to be holmorphic, what is Lie_X \bar\d - \bar\d Lie_X ?
11
“The complex version of Nash’s theorem is not true”
12
What is a Lagrangian submanifold intuitively?
18
Integration and Stokes' theorem for vector bundle-valued differential forms?
11
How are these two ways of thinking about the cross product related?
13
Are any two K3 surfaces over C diffeomorphic?
10
What can you do with a compact moduli space?
10
the central issues in complex geometry
9
Gauge theory construction of moduli of vector bundles
12
Is there an analogue of curvature in algebraic geometry?
5
Topological results from geometry
8
Way to memorize relations between the Sobolev spaces?
6
Is there a name for this differential operator and/or its corresponding spectrum?
3
(nontrivial) isotrivial family of elliptic curves
29
Has mathoverflow yet led to mathematical breakthroughs?
9
Geometry meaning of higher cohomology of sheaves?
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Why these particular numerical factors in the definition of Gaussian curvature?
10
Higher Dimensional Gromov-Witten Theories
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Curves on elliptic ruled surfaces?
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Cotangent bundle of a submanifold
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One-step problems in geometry
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Intuition behind moduli space of curves
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How can I measure the Morse index in infinite dimensions?
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Maximal exotic $\mathbb{R}^4$
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Why are flat morphisms “flat?”
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What is known about the intersection pairing on H^{mid}?
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de Rham cohomology and flat vector bundles
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