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Lines highly tangent to a hypersurface
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classification
math.AG
keywords
hypersurfacelinessmoothapplicationboundcontaineddegreeframes
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We study spaces of lines that meet a smooth hypersurface X in P^n to high order. As an application, we give a polynomial upper bound on the number of planes contained in a smooth degree d hypersurface in P^5 and provide a proof of a result of Landsberg without using moving frames.
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