On quartics with lines of the second kind
classification
🧮 math.AG
math.AC
keywords
kindsecondalgebraicallycasecharacteristicclaimsclosedcomplex
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We study the geometry of quartic surfaces in IP^3 that contain a line of the second kind over algebraically closed fields of characteristic different from 2,3. In particular, we correct Segre's claims made for the complex case in 1943.
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