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Sections of sheaves of modules: reference

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#algebraic-geometry #reference-request #schemes
133
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Book for Blowing up

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#algebraic-geometry #complex-geometry #schemes
419
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Vanishing of Ext groups of Coherent sheaves over Noetherian regular scheme

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#algebraic-geometry #schemes #derived-functors #coherent-sheaves #quasicoherent-sheaves
163
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Krull dimension of complement of an open subset containing all generic points

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#algebraic-geometry #reference-request #schemes #krull-dimension
39
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Smooth varieties and dimension

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#algebraic-geometry #schemes
114
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Properties of class of morphisms of scheme (Hartshorne Ex II.4.8)

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#algebraic-geometry #schemes
110
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How do we globalize the relative cotangent sequence?

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#algebraic-geometry #commutative-algebra #schemes
262
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Dimension of fibre products of $k$-schemes for an arbitrary field $k$

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#algebraic-geometry #schemes #fibre-product
131
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Hartshorne example III.9.8.3

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#algebraic-geometry #schemes #projective-schemes
63
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Local interpretation of an open immersion

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#algebraic-geometry #sheaf-theory #schemes
101
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Hartshorne III Proposition 10.6

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#algebraic-geometry #schemes
66
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Show that $Z_{red}=(Z,\mathcal{O}_{Z_{red}})$ is a scheme and it satisfies the universal property

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#algebraic-geometry #schemes #affine-schemes
92
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If the $(a) = (b)$, then $a = ub$ for some unit: Convert geometric proof to ring theoretic proof

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#algebraic-geometry #commutative-algebra #schemes
301
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Conormal exact sequence

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#algebraic-geometry #sheaf-theory #schemes #sheaf-cohomology #tangent-bundle
140
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Stacks Project proof that gluing locally ringed spaces which happen to be schemes gives a scheme

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#algebraic-geometry #schemes #ringed-spaces

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