4 citations · 15 across the 18 of their papers we have counts for
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Three-periodic helices on elliptic curves and their associated regular algebras
Daniel Chan, Adam Nyman
Let denote an algebraically closed field of characteristic zero and let denote a smooth elliptic curve over . Given a three-periodic elliptic helix $\underline{\mathcal{…
A categorical characterization of quantum projective -spaces
Izuru Mori, Adam Nyman
In this paper, we study a generalization of the notion of AS-regularity for connected -algebras. Our main result is a characterization of those categories equivalent to…
Local duality for connected Z-algebras
Izuru Mori, Adam Nyman
We develop basic homological machinery for Z-algebras in order to prove a version of local duality for Ext-finite connected Z-algebras. As an application, we compare two notions of…
Duals of simple two-sided vector spaces
J. Hart, A. Nyman
Let be a perfect field and let be a subfield. In previous work of the second author and C. Pappacena, left finite dimensional simple two-sided -central vector…
A generalization of Watts's Theorem: Right exact functors on module categories
A. Nyman, S. Paul Smith
Watts's Theorem says that a right exact functor F:Mod R-->Mod S that commutes with direct sums is isomorphic to -\otimes_R B where B is the R-S-bimodule FR. The main result in this…
Points on quantum projectivations
A. Nyman
The use of geometric invariants has recently played an important role in the solution of classification problems in non-commutative ring theory. We construct geometric invariants o…