83

Answers
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6
Why do dynamicists worry so much about differentiability hypotheses in smooth dynamics?
5
When does the conormal bundle sequence split?
5
What do Weierstrass points look like?
5
Computing the dimension of the module of global holomorphic vector fields for complex projective n-space
5
Relationship between algebraic and holomorphic differential forms
5
which homogeneous polynomials split into linear factors?
5
Subtlety in the definition of the Kobayashi metric
4
Example of rational projective variety of Picard number 1
4
Does the diffeomorphism group preserving a particular section act transitively?
4
Obstructions to being a hyperplane section or a fibre of a Lefschetz pencil
4
Quotient of a Hausdorff topological group by a closed subgroup
4
Are submersions of differentiable manifolds flat morphisms?
4
Curves with negative self intersection in the product of two curves
4
Vector spaces of singular planar cubics
4
Inequality on Chern classes of surfaces
4
Stein manifolds isomorphic at infinity
4
Extending maps of curves
4
Degrees of subvarieties of projective space
4
Topology of plane curve complements after blow-ups
4
Minimal dimension of maximal abelian subalgebras
4
Extending vector bundles on a given open subscheme, reprise
3
no lines/conics on a degree 4/5 surface?
3
References for holomorphic foliations
3
Ramification in morphisms of surfaces
3
Thom polynomial for contact algebraic structures
3
Holomorphic vector fields on $\mathbb{P}^n$ that extend to the blow up
3
Rosenlicht theorem about uniruledeness and zeroes of holomorphic vector field on complex projective manifold
3
Most interesting mathematics mistake? (2)
3
Why a subvariety of a variety of general type is of general type
3
Does every ODE comes from something in physics?
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