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Equivariant Degenerations of Plane Curve Orbits
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classification
math.AG
keywords
planecurveequivariantorbitsaluffiarbitraryattemptcase
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abstract
In a series of papers, Aluffi and Faber computed the degree of the $GL_3$ orbit closure of an arbitrary plane curve. We attempt to generalize this to the equivariant setting by studying how orbits degenerate under some natural specializations, yielding a fairly complete picture in the case of plane quartics.
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