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15
286
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Quotient by the canonical subgroup of an elliptic curve

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#algebraic-geometry #arithmetic-geometry #abelian-varieties
67
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dimension of a fiber

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#linear-algebra #algebraic-geometry
414
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Questions on cyclic covers of the projective line

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#algebraic-geometry #complex-geometry #riemann-surfaces
333
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From sheaf torsors to geometric bundles on schemes

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#algebraic-geometry #vector-bundles #principal-bundles #rigid-analytic-spaces
240
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Making rigorous Mumford's argument about the sheaf of differentials on an Abelian Variety

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#algebraic-geometry #schemes #abelian-varieties
447
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Hartshorne-Eisenbud cross reference?

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#abstract-algebra #algebraic-geometry #reference-request
204
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Ring of functions is finitely generated in a quasi compact variety.

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#algebraic-geometry #affine-varieties
72
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How can I show that irreducibility for this set?

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#algebraic-geometry #irreducible-polynomials #affine-geometry #affine-varieties
131
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Why is this morphism of vector bundles given by a matrix of linear forms

Published on
#algebraic-geometry
386
Views

degree of line bundle as an integral

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#algebraic-geometry #complex-geometry #sheaf-theory #vector-bundles #riemann-surfaces
51
Views

Use ampleness of morphisms to investigate objects

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#algebraic-geometry #category-theory #representation-theory #complex-geometry #big-list
54
Views

Condition to ensure $n$ equations in $\mathbb P^n$ cut out maximal points

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#abstract-algebra #algebraic-geometry #commutative-algebra #intersection-theory
799
Views

How to show $ \dim X \times Y = \dim X + \dim Y$?

Published on
#algebraic-geometry
540
Views

Let $i: X \to Y$ be the inclusion of a closed subvariety. Then $i$ is a finite morphism

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#proof-verification #algebraic-geometry #affine-varieties
608
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Is there one canonical principal polarization of a Jacobian per nonisomorphic curve?

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#algebraic-geometry #abelian-varieties #divisors-algebraic-geometry

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