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On a special morphism of vector bundles over complex projective variety

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#algebraic-geometry
239
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Set of Closed points of a Quasi-projective variety is dense

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#algebraic-geometry #commutative-algebra #projective-varieties
99
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Is the set of matrices that has an eigenvector orthogonal to a fixed vector Zariski closed?

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#linear-algebra #abstract-algebra #algebraic-geometry #zariski-topology
352
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The image of a finite type morphism of Noetherian Schemes either contains a dense open or its complement does (Vakil Exercise 7.4.L)

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#algebraic-geometry
52
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local and regular integral closure

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#algebraic-geometry #commutative-algebra #singularity
1.8k
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Characterization of torsion-free sheaves

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#algebraic-geometry #sheaf-theory #schemes #affine-schemes #coherent-sheaves
885
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Embed a weighted projective space into an unweighted projective space.

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#algebraic-geometry #projective-space #graded-rings #projective-schemes
56
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On a sufficient condition for being a prime ideal

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#algebraic-geometry #commutative-algebra #several-complex-variables
137
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Pencil and fundamental group

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#algebraic-geometry #algebraic-topology #projective-space #fundamental-groups
99
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What is transition function of scheme theoretic vector bundle ??

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#algebraic-geometry #vector-bundles #schemes #affine-varieties #algebraic-vector-bundles
266
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A local section of the canonical bundle of a Grassmannian

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#differential-geometry #algebraic-geometry
724
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Lubin-Tate formal groups are $p$-divisible groups

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#abstract-algebra #algebraic-geometry #power-series #algebraic-number-theory #p-adic-number-theory
45
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Let $X$ consist of two distinct points. Prove $k[X] \simeq k \oplus k$.

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#algebraic-geometry
1.5k
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Kummer sequence etale topology

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#algebraic-geometry #etale-cohomology #grothendieck-topologies
123
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Maximum number of algebraically independent homogeneous polynomials of given degree

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#algebraic-geometry #polynomials #ring-theory #commutative-algebra

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