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math.RA2012
Naive blowups and canonical birationally commutative factors
T. A. Nevins, S. J. Sierra
In 2008, Rogalski and Zhang showed that if R is a strongly noetherian connected graded algebra over an algebraically closed field, then R has a canonical birationally commutative f…
math.RA2010
Moduli spaces for point modules on naive blowups
Thomas A. Nevins, Susan J. Sierra
The naive blow-up algebras developed by Keeler-Rogalski-Stafford, after examples of Rogalski, are the first known class of connected graded algebras that are noetherian but not str…