K3Carpets : Table of Contents
K3Carpets -- The unique Gorenstein double structure on a surface scroll
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analyzeStrand -- analyze the (a+1)-st constant strand of F over ZZ
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carpet -- Ideal of the unique Gorenstein double structure on a 2-dimensional scroll
carpetBettiTable -- compute the Betti tables of a carpet of given genus and Clifford index over a prime field of characteristic p
carpetBettiTables -- compute the Betti tables of a carpet of given genus and Clifford index over all prime fields
carpetDet -- compute the determinant of the crucial constant strand of a carpet X(a,b)
computeBound -- compute the bound for the good types in case of k resonance
correspondenceScroll -- Union of planes joining points of rational normal curves according to a given correspondence
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gorensteinDouble -- attempts to produce a Gorenstein double structure J subset I
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homotopyRanks -- compute the ranks of the quadratic homotopies on a carpet
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resonanceDet -- compute the resonance determinant of the crucial constant strand of a degenerate K3 X_e(a,a)
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schemeInProduct -- multi-graded Ideal of the image of a map to a product of projective spaces
schreyerName -- get the names of generators in the (nonminimal) Schreyer resolution according to Schreyer's convention
Scrolls -- Option for carpet, canonicalCarpet
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