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Feb
19
awarded  Benefactor
Feb
18
revised Uniform pro-p groups as a semi-direct product
deleted 21 characters in body
Feb
18
answered Uniform pro-p groups as a semi-direct product
Feb
17
accepted When is a map from a logarithmic tangent bundle to a normal bundle surjective?
Feb
17
revised When is a map from a logarithmic tangent bundle to a normal bundle surjective?
added 73 characters in body
Feb
17
revised When is a map from a logarithmic tangent bundle to a normal bundle surjective?
added 73 characters in body
Feb
17
comment When is a map from a logarithmic tangent bundle to a normal bundle surjective?
Thanks again. In fact this has made me realise that my question wasn't quite stated correctly. I really wanted to assume $Y$ is smooth rather than $X$. I think this is what I need for my claim that $\iota^\ast \mathcal{T}_X\to \mathcal{N}_{Y/X}$ is surjective. I'll edit the question. If you want to make appropriate changes/delete comments about smoothness then I'll do the same.
Feb
16
comment When is a map from a logarithmic tangent bundle to a normal bundle surjective?
I see. Thanks for that reference. I'm not sure I understand where you are using $Y$ is smooth as a stronger statement than the statement that $\iota^\ast\mathcal{T}_X\to \mathcal{N}_{Y/X}$ is itself surjective.
Feb
16
comment When is a map from a logarithmic tangent bundle to a normal bundle surjective?
Thanks. This looks helpful. I don't have time today to think further about it but will do so tomorrow. One quick question: are you overloading $k$ when you say that 'At a point $p\in Y\cap X_k$ the divisor $D$ has equation $z_1\ldots z_k=0$ in local coordinates'?
Feb
10
asked When is a map from a logarithmic tangent bundle to a normal bundle surjective?
Oct
14
awarded  Yearling
Jul
17
reviewed No Action Needed The evaluation fibration of a transitive, effective topological group action
Jun
23
reviewed No Action Needed What is twisted in a twisted Poisson structure?
Apr
28
reviewed No Action Needed Integer decomposition of dilated integral polytopes
Apr
17
reviewed No Action Needed Sobolev trace of $H^1(\mathcal{M} \times I)$ functions
Feb
10
awarded  Nice Answer
Feb
10
revised D-modules on rigid analytic spaces
Added further references
Oct
14
awarded  Yearling
Sep
23
reviewed No Action Needed Examples of transformations which are weak-mixing but not strong-mixing
Sep
18
awarded  Self-Learner