Francesco Polizzi

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Name Francesco Polizzi
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$2$-torsion line bundles on abelian varieties

dec 21 10 at 14:51 Francesco Polizzi 19k●2●36●56

 

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191
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Isolated singularities and tangent cones

dec 7 at 9:57 Francesco Polizzi 19k●2●36●56

 
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564
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Variation of the Albanese map

jul 9 10 at 14:07 Angelo 19.6k●3●47●75

 

296

Answers
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56
$V$, $W$ are varieties. Does $V\times \mathbf{P}^1=W\times \mathbf{P}^1$ imply $V=W$?
40
What group is <a,b | a^2=b^2>?
28
Do finite groups acting on a ball have a fixed point?
26
When is a singular point of a variety smooth?
23
Non-degenerate alternating bilinear form on a finite abelian group
22
What is a square root of a line bundle?
21
Is there anything special about the Riemann surface $y^2 = x(x^{10}+11x^5-1)$?
16
Maximal ideals in a polynomial ring over the real numbers.
16
What’s coherent about coherent sheaves?
16
Intersection of subvarieties in grassmannian space
15
Fundamental group of a product of two curves
15
When two singularities $\mathbb C^n/G$ and $\mathbb C^n/G'$ are the same?
14
Wanted: an example of a natural non-K\"ahler metric on a Kahler manifold
14
Bezout’s Theorem for weighted homogeneous polynomials
14
Detecting if a polynomial is a Pfaffian
14
Kähler metric on a Zariski open subset of a non-Kähler manifold
14
Which almost complex manifolds admit a complex structure?
14
Looking for interesting actions that are not representations
14
What is a Lagrangian submanifold intuitively?
13
Can every 3-manifold be triangulated?
12
Are there (-2)-curves on an Enriques surface?
12
How badly can Krull’s Hauptidealsatz fail for non-Noetherian rings?
12
Is there a rigid curve in a product of complex manifolds?
12
Proving that a generic variety with ample canonical bundle has no automorphisms
12
$\mathbb{Z}/2$ is to $\mathbb{Z}/3$ as K3 is to what?
12
Finite order automorphisms of complex projective manifolds isotopic to identity
12
Sheaves on Contractible Analytic Spaces
11
Is canonical class a topological invariant?
11
Fundamental Groups of compact Complex manifolds?
11
How do I find the set of all lines lying on a general quadric in $\mathbb{CP}^3$?
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