AUB ScholarWorks

Browsing Department of Mathematics by Subject "Buchsbaum-eisenbud ideals"

Browsing Department of Mathematics by Subject "Buchsbaum-eisenbud ideals"

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  • Artinian Gorenstein algebras with linear resolutions 
    El Khoury, Sabine; Kustin, Andrew R. (Academic Press Inc., 2014)
    For each pair of positive integers n, d, we construct a complex G∼'(n) of modules over the bi-graded polynomial ring R∼=Z[x1,. . .,xd,], where M roams over all monomials of degree 2n-2 in . The complex G∼'(n) has the ...
  • The explicit minimal resolution constructed from a Macaulay inverse system 
    El Khoury, Sabine; Kustin, Andrew R. (Academic Press Inc., 2015)
    Let A be a standard-graded Artinian Gorenstein algebra of embedding codimension three over a field k. In the generic case, the minimal homogeneous resolution, G, of A, by free Sym•k(A1) modules, is Gorenstein-linear. Fix ...

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