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math.RA1998
Primitive ideals in Hopf algebra extensions
Mark C. Wilson
Let be a finite-dimensional Hopf algebra. We study the behaviou r of primitive and maximal ideals in certain types of ring extensions determined by . The main focus is on th…
math.RA1998
X-inner automorphisms of semi-commutative quantum algebras
Jeffrey Bergen, Mark C. Wilson
Many important quantum algebras such as quantum symplectic space, quantum Euclidean space, quantum matrices, -analogs of the Heisenberg algebra and the quantum Weyl algebra are…
math.RA1998
Associative algebras satisfying a semigroup identity
David M. Riley, Mark C. Wilson
Denote by (R,.) the multiplicative semigroup of an associative algebra R over an infinite field, and let (R,*) represent R when viewed as a semigroup via the circle operation x*y=x…