Bilinear forms, Clifford algebras, $q$-commutation relations, and quantum groups by Hannabuss, K

“…Constructions are described which associate algebras to arbitrary bilinear forms, generalising the usual Clifford and Heisenberg algebras. Quantum groups of symmetries are discussed, both as deformed enveloping algebras and as quantised function spaces. …”

A quantum Witt construction by Hannabuss, K

“…This construction generalises a standard construction of quantum groups, and also supergroups, but it also provides alternative constructions for some quantum groups, including the quantum exceptional group <em>e</em>₈. © 1998 Academic Press.…”

Highest weights, projective geometry, and the classical limit: I. Geometrical aspects and the classical limit by Hannabuss, K

“…Various generalisations to Clifford algebras and quantum groups are explored, as well as the relationship between geometry, second quantisation, and the classical limit. © 2000 Elsevier Science B.V.…”