4. Mathematics
  5. Algebraic Geometry

Peter Vermeire

Mathematics – Algebraic Geometry

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Arithmetic properties of the first secant variety to a projective variety

Mathematics – Algebraic Geometry
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Equations defining secant varieties: geometry and computation

Mathematics – Algebraic Geometry
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Generation and syzygies of the first secant variety

Mathematics – Algebraic Geometry
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Line arrangements modeling curves of high degree: equations, syzygies and secants

Mathematics – Algebraic Geometry
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Moduli of Reflexive Sheaves on Smooth Projective 3-folds

Mathematics – Algebraic Geometry
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