activity
19992016
most citedTangle and Brauer Diagram Algebras of Type Dn

3 citations · 12 across the 11 of their papers we have counts for

collaborators

11 papers

math.GR2016

Classification of Imprimitive Irreducible Finite Sugroups of O(7)

David B. Wales

This work gives a classification of imprimitive irreducible finite subgroups of the orthogonal group O(7) plus the number of conjugate classes for each group.

math.RA2011★ 3 cited

The Burman-Murakami-Wenzl algebras of type En

Arjeh M. Cohen, David B. Wales

The Birman-Murakami-Wenzl algebras (BMW algebras) of type En for n=6,7,8 are shown to be semisimple and free over a quotient of a polynomial algebra of ranks 1,440,585; 139,613,625…

math.RT2009★ 1 cited

Parameters for which the Lawrence-Krammer representation is reducible

Claire I. Levaillant, David B. Wales

We show that the Lawrence-Krammer representation based on two parameters that was used by Bigelow and independently Krammer to show the linearity of the braid group is generically…

math.CO2008

Eigenvalues of the Derangement Graph

Cheng Yeaw Ku, David B. Wales

We consider the Cayley graph on the symmetric group Sn generated by derangements. It is well known that the eigenvalues of this grpah are indexed by partitions of n. We investigate…

math.RT2007

Brauer Algebras of Simply Laced Type

Arjeh M Cohen, Bart Frenk, David Wales

The diagram algebra introduced by Brauer that describes the centralizer algebra on tensor products of the natural representation of an orthogonal group has a presentation by genera…

math.RT2007★ 3 cited

Tangle and Brauer Diagram Algebras of Type Dn

Arjeh M. Cohen, D. A. H. Gijsbers, David B. Wales

A generalization of the Kauffman tangle algebra is given for Coxeter type Dn. The tangles involve a pole or order 2. The algebra is shown to be isomorphic to the Birman-Murakami-We…