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Vermeire, Peter - Department of Mathematics, Central Michigan University
Some Results on Secant Varieties Leading to a Geometric Flip Construction
SINGULARITIES OF THE SECANT VARIETY PETER VERMEIRE
MODULI OF REFLEXIVE SHEAVES ON SMOOTH PROJECTIVE 3-FOLDS
AN EFFECTIVE BOUND FOR REFLEXIVE SHEAVES ON CANONICALLY TRIVIAL 3-FOLDS
ARITHMETIC PROPERTIES OF THE FIRST SECANT VARIETY TO A PROJECTIVE VARIETY
EQUATIONS DEFINING SECANT VARIETIES: GEOMETRY AND COMPUTATION
EQUATIONS AND SYZYGIES OF THE FIRST SECANT VARIETY TO A SMOOTH CURVE
Journal of Algebra 319 (2008) 12641270 www.elsevier.com/locate/jalgebra
THE HILBERT SCHEME OF ELLIPTIC CURVES AND REFLEXIVE SHEAVES ON FANO 3-FOLDS
Mathematics STABLE REFLEXIVE SHEAVES
Communications in Algebra , 33: 319321, 2005
A COUNTER EXAMPLE TO FULTON'S CONJECTURE ON M0,n PETER VERMEIRE
arXiv:math/9911171v2[math.AG]3Apr2001 On the Regularity of Powers of Ideal Sheaves
Digital Object Identifier (DOI) 10.1007/s002090100308 Math. Z. 242, 7595 (2002)
SOME RESULTS ON SECANT VARIETIES LEADING TO A GEOMETRIC FLIP CONSTRUCTION
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