G. Benkart, M. Chakrabarti, T. Halverson, R. Leduc, C. Lee, and J. Stroomer:
“Tensor product representations of general linear groups and their connections with Brauer algebras,”
J. Algebra
166 : 3
(June 1994),
pp. 529–567.
For J. Marshall Osborn and Louis Solomon on their 60th birthdays.
MR
1280591
Zbl
0815.20028
article
G. Benkart, T. Halverson, and N. Harman:
A parametric family of subalgebras of the Weyl algebra, III: Derivations.
Preprint,
October 2014.
Part I was published in Trans. Am. Math. Soc. 367:3 (2015). Part II was published in Recent developments in algebraic and combinatorial aspects of representation theory (2013).
ArXiv
1406.1508
techreport
G. Benkart and T. Halverson:
“Motzkin algebras,”
European J. Combin.
36
(February 2014),
pp. 473–502.
MR
3131911
Zbl
1284.05333
ArXiv
1106.5277
article
G. Benkart, T. Halverson, and N. Harman:
Dimensions of irreducible modules for partition algebras and tensor power multiplicities for symmetric and alternating groups.
Preprint,
May 2016.
ArXiv
1605.06543
techreport
G. Benkart, T. Halverson, and N. Harman:
Chip firing on Dynkin diagrams and McKay quivers.
Preprint,
February 2016.
ArXiv
1601.06849
techreport
G. Benkart and T. Halverson:
Walks on graphs and their connections with tensor invariants and centralizer algebras.
Preprint,
October 2016.
ArXiv
1610.07837
techreport
J. M. Barnes, G. Benkart, and T. Halverson:
“McKay centralizer algebras,”
Proc. Lond. Math. Soc. (3)
112 : 2
(2016),
pp. 375–414.
MR
3471253
Zbl
1332.05147
ArXiv
1312.5254
article
G. Benkart and T. Halverson:
Partition algebras \( \mathrm{P}_k(n) \) with \( 2k > n \) and the fundamental theorems of invariant theory for the symmetric group \( \mathrm{S}_n \).
Preprint,
July 2017.
ArXiv
1707.01410
techreport