Logarithmic vector fields along smooth plane cubic curves

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Authors
Ueda, Kazushi
Yoshinaga, Masahiko
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Abstract
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We study the sheaves of logarithmic vector fields along smooth cubic curves in the projective plane, and prove a Torelli-type theorem in the sense of Dolgachev-Kapranov for those with non-vanishing j-invariants.
Comment: 10 pages, no figures
Keywords
Mathematics - Algebraic Geometry, 14J60, 14F05
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