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Which algebraic surfaces admit algebraic foliations?

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Not understanding the foliation structure of a Poisson manifold

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reversal of constant rank theorem

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Quotient map for space of leaves of a foliation

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Foliation dense if $G = \textbf{R}$, where $G$ is a subgroup of a Lie group $G'$.

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List Question

Does the Poisson bivector give rise to an integrable distribution?

Which algebraic surfaces admit algebraic foliations?

When does a non singular integrable differential one-form define a regular foliation?

Not understanding the foliation structure of a Poisson manifold

Are the symplectic leaves of a Poisson manifold submanifolds?

What can be said about the leaves of a regular foliation?

reversal of constant rank theorem

How can I draw plane distributions in $\mathbb{R}^3$?

Quotient map for space of leaves of a foliation

Proper surjective holomorphic function is a topological bundle

Foliations vs Laminations

Foliated vector fields span tangent bundle

Foliation dense if $G = \textbf{R}$, where $G$ is a subgroup of a Lie group $G'$.

On the definition of a normal crossing divisor

A question in germs and multiplicity of zeroes.

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