Marina Iliopoulou

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Name	Marina Iliopoulou
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PhD student

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Projections of real algebraic curves

ag.algebraic-geometry

jan 20 12 at 0:52 Lyosha 66●4

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A real algebraic curve in $\mathbb{R}^3$ is the intersection of zero sets of polynomials in $\mathbb{R}[x,y,z]$. Can we choose the polynomials in a way, that, seen in $\mathbb{C}[x,y,z]$, the intersection of their zero sets is a complex alg. curve?

tag-removed ag.algebraic-geometry

jan 20 12 at 1:13 Sándor Kovács 23.7k●2●52●73

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On the joints problem in finite fields

Projections of real algebraic curves

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ag.algebraic-geometry× 2
tag-removed
incidence-geometry
combinatorial-geometry
co.combinatorics

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