We analyze the structure of spinor coordinates on resolutions of Gorenstein ideals of codimension four. As an application we produce a family of such ideals with seven generators which are not specializations of the Kustin-Miller model
Recent work of Ablett arXiv:2112.03400 and Kapustka, Kapustka, Ranestad, Schenck, Stillman and Yuan ...
We present a method to inductively construct Gorenstein ideals of any codimension c. We start from ...
Abstract We associate with every pure flag simplicial complex $\Delta $ a standard g...
We analyze the structure of spinor coordinates on resolutions of Gorenstein ideals of codimension fo...
Gorenstein ideals play an important role in modern commutative algebra as well as algebraic geometry...
AbstractWe obtain the number and the degrees of the generators of the ideal of a k-configuration in ...
A main ingredient for the Kustin-Miller unprojection is the module Hom(R)(I, omega(R)), where R is a...
The entire dissertation/thesis text is included in the research.pdf file; the official abstract appe...
General double linkage of Gorenstein algebras is defined. Rigidity, genericity, and regularity up to...
We prove that in the polynomial ring $Q=\mathsf{k}[x,y,z,w]$, with $\mathsf{k}$ an algebraically clo...
Let (R, m, k) be a local ring in which 2 is a unit. Assume that every element of k has a square root...
Let S be a set of four variables, k a field of characteristic not equal to two such that k contains ...
In 1978, Stanley constructed an example of an Artinian Gorenstein (AG) ring $A$ with non-unimodal $H...
Title from PDF of title page (University of Missouri--Columbia, viewed on May 31, 2012).The entire t...
AbstractA Gorenstein A-algebra R of codimension 2 is a perfect finite A-algebra such that R≅ExtA2(R,...
Recent work of Ablett arXiv:2112.03400 and Kapustka, Kapustka, Ranestad, Schenck, Stillman and Yuan ...
We present a method to inductively construct Gorenstein ideals of any codimension c. We start from ...
Abstract We associate with every pure flag simplicial complex $\Delta $ a standard g...
We analyze the structure of spinor coordinates on resolutions of Gorenstein ideals of codimension fo...
Gorenstein ideals play an important role in modern commutative algebra as well as algebraic geometry...
AbstractWe obtain the number and the degrees of the generators of the ideal of a k-configuration in ...
A main ingredient for the Kustin-Miller unprojection is the module Hom(R)(I, omega(R)), where R is a...
The entire dissertation/thesis text is included in the research.pdf file; the official abstract appe...
General double linkage of Gorenstein algebras is defined. Rigidity, genericity, and regularity up to...
We prove that in the polynomial ring $Q=\mathsf{k}[x,y,z,w]$, with $\mathsf{k}$ an algebraically clo...
Let (R, m, k) be a local ring in which 2 is a unit. Assume that every element of k has a square root...
Let S be a set of four variables, k a field of characteristic not equal to two such that k contains ...
In 1978, Stanley constructed an example of an Artinian Gorenstein (AG) ring $A$ with non-unimodal $H...
Title from PDF of title page (University of Missouri--Columbia, viewed on May 31, 2012).The entire t...
AbstractA Gorenstein A-algebra R of codimension 2 is a perfect finite A-algebra such that R≅ExtA2(R,...
Recent work of Ablett arXiv:2112.03400 and Kapustka, Kapustka, Ranestad, Schenck, Stillman and Yuan ...
We present a method to inductively construct Gorenstein ideals of any codimension c. We start from ...
Abstract We associate with every pure flag simplicial complex $\Delta $ a standard g...
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