Mnev-Sturmfels universality for schemes
classification
🧮 math.AG
keywords
mnev-sturmfelssometypeuniversalityalgebraicappearsconstraintsfinite
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We prove a scheme-theoretic version of Mnev-Sturmfels Universality, suitable to be used in the proof of Murphy's Law in Algebraic Geometry. Somewhat more precisely, we show that any singularity type of finite type over Z appears on some incidence scheme of points and lines, subject to some particular further constraints.
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