14 citations · 57 across the 13 of their papers we have counts for
14 papers
A note on quasi-elementary sub-Hopf algebras of the polynomial part of the odd primary Steenrod algebra
John H. Palmieri
We prove that every quasi-elementary sub-Hopf algebra of the polynomial part of the odd primary Steenrod algebra must lie in a certain sub-Hopf algebra called .
Invariant theory for quantum Weyl algebras under finite group action
Secil Ceken, John H. Palmieri, Yanhua Wang +1
We study the invariant theory of a class of quantum Weyl algebras under group actions and prove that the fixed subrings are always Gorenstein. We also verify the Tits alternative f…
The discriminant criterion and automorphism groups of quantized algebras
Secil Ceken, John H. Palmieri, Yanhua Wang +1
We compute the automorphism groups of some quantized algebras, including tensor products of quantum Weyl algebras and some skew polynomial rings.
The discriminant controls automorphism groups of noncommutative algebras
Secil Ceken, John Palmieri, Yanhua Wang +1
We use the discriminant to determine the automorphism groups of some noncommutative algebras, and we prove that a family of noncommutative algebras has tractable automorphism group…
Algebraic Topology (Hanoi, August 2004): The problem session
Carles Broto, Nguyen H V Hung, Nicholas J Kuhn +3
This article contains a collection of problems contributed during the course of the conference.
The Lambda algebra and Sq_0
J H Palmieri
The action of Sq on the cohomology of the Steenrod algebra is induced by an endomorphism Theta of the Lambda algebra. This paper studies the behavior of Theta in order to understan…