Defines invariants m and Bourbaki degree for pairs of projective surfaces, establishes bounds and syzygy relations, classifies low-degree cases, and gives a negative answer to a conjecture on unstable non-split tangent sheaves for degree-3 foliations.
Logarithmic sheaves of complete intersections
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Bourbaki degree of pairs of projective surfaces
Defines invariants m and Bourbaki degree for pairs of projective surfaces, establishes bounds and syzygy relations, classifies low-degree cases, and gives a negative answer to a conjecture on unstable non-split tangent sheaves for degree-3 foliations.