Low Pole Order Frames on Vertical Jets of the Universal Hypersurface
نویسنده
چکیده
For low order jets, it is known how to construct meromorphic frames on the space of the so-called vertical k-jets J vert(X ) of the universal hypersurface X ⊂ P×P (n+1+d)! (n+1)! d! parametrizing all projective hypersurfaces X ⊂ P(C) of degree d. In 2004, for k = n, Siu announced that there exist two constants cn > 1 and cn > 1 such that the twisted tangent bundle: TJn vert(X) ⊗OPn+1 `
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