6 citations · 9 across the 6 of their papers we have counts for
10 papers
Algebras Associated to Inverse Systems of Projective Schemes
Andrew Conner, Peter Goetz
Artin, Tate and Van den Bergh initiated the field of noncommutative projective algebraic geometry by fruitfully studying geometric data associated to noncommutative graded algebras…
Quantum projective planes as certain graded twisted tensor products
Andrew Conner, Peter Goetz
Let be an algebraically closed field. Building upon previous work, we classify, up to isomorphism of graded algebras, quadratic graded twisted tensor products of $\mat…
Classification, Koszulity and Artin-Schelter Regularity of certain Graded Twisted Tensor Products
Andrew Conner, Peter Goetz
Let be an algebraically closed field. We classify all of the quadratic twisted tensor products in the cases where $(A, B) = (\mathbb{k}[x], \mathbb{k}[…
Noncommutative Knörrer periodicity and noncommutative Kleinian singularities
Andrew Conner, Ellen Kirkman, W. Frank Moore +1
We establish a version of Knörrer's Periodicity Theorem in the context of noncommutative invariant theory. Namely, let be a left noetherian AS-regular algebra, let be a nor…
The Koszul Property for Graded Twisted Tensor Products
Andrew Conner, Peter Goetz
Let be a field. Let and be connected -graded -algebras. Let denote a twisted tensor product of and in the category of connected -graded -algebra…
Some non-Koszul algebras from rational homotopy theory
Andrew Conner, Peter Goetz
The McCool group, denoted , is the group of pure symmetric automorphisms of a free group of rank . The cohomology algebra was determined by Jensen,…