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Evaluating a function on a locally ringed space

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#algebraic-geometry
143
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Quotientes of afine group schemes

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#algebraic-geometry #affine-schemes #group-schemes
124
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EGA reference for equivalent criteria for ampleness

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#algebraic-geometry #reference-request
106
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What is the meaning of this notation in algebraic geometry (from /): $k\left[x_{1},\ldots,x_{r}\right]\mathbf{/\left(f_{1},\ldots,f_{r}\right)}$?

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#algebraic-geometry #notation
2k
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Definition of intersection multiplicity in Hartshorne VS Fulton for plane curves

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#algebraic-geometry #modules #definition #algebraic-curves #intersection-theory
552
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How to show $\mathbb{A}_k^2 - \{ (x,y) \}$ is not an affine scheme

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#algebraic-geometry
140
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Siegel's theorem and singular curves

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#algebraic-geometry #diophantine-equations #algebraic-curves
169
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What are the points of some schemes?

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#algebraic-geometry #commutative-algebra #schemes
59
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maximal subtorus of a connected commutative algebraic linear group

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#group-theory #number-theory #algebraic-geometry #algebraic-groups
76
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The function field of $V=Z(y^2-x^3)$

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#algebraic-geometry #field-theory
632
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How can a finite graph be viewed as a discrete analogue of a Riemann surface?

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#combinatorics #algebraic-geometry #reference-request #graph-theory #riemann-surfaces
601
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Dimension of moduli of lines on quadric

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#algebraic-geometry #intersection-theory
325
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Principal $\mathrm{SL}_n$-bundles

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#algebraic-geometry #algebraic-topology #principal-bundles
249
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The elements of the coordinate ring can not be regarded as functions (projective case)

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#algebraic-geometry #algebraic-curves
191
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Pushing forward vector bundles on a plane curve via projection from a point

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#algebraic-geometry #reference-request #elliptic-curves #algebraic-curves #vector-bundles

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