Generic determinantal schemes and the smoothability of determinantal schemes of codimension 2.
Geometry of arithmetically Gorenstein curves in P4.
We characterize the postulation character of arithmetically Gorenstein curves in P4. We give conditions under which the curve can be realized in the form mH - K on some ACM surface. Finally, we complement a theorem by Watanabe by showing that any general arithmetically Gorenstein curve in P4 with arbitrary fixed postulation character can be obtained from a line by a series of ascending complete-intersection biliaisons.
Glicci versus Glicog.
Gorenstein points in .
Graded rings of complete intersection local rings with finite residue fields.
Gröbner bases and Stanley decompositions of determinantal rings.
Gröbner bases of certain determinantal ideals.