S. Westreich,
“Matrix Localization and Embedding”, Communications in Algebra, 16 (1)
(1988), 75-102.
S. Westreich,
“On Sylvester Rank Function”, J. of the London Math. Society, 43 (2) (1991),
199-214.
M. Cohen and S.
Westreich, “Central Invariants of
H-module Algebras”, Communications in Algebra, 21 (8) (1993), 2859-2883.
M. Cohen and S.
Westreich, “From Supersymmetry to Quantum Commutativity”,
J. of Algebra, 168 (1) (1994), 1-27.
M. Cohen, D. Fischman
and S. Westreich,
“Schur’s Double Centralizer Theorem for
Triangular Hopf Algebras”, Proc. of the American
Math. Society, 122 (1) (1994), 19-29.
M. Cohen, S. Raianu
and S. Westreich, “Semiinvariants
for Hopf Algebra Actions”, Israel J.
of Math., 88 (1994), 279-306.
S. Westreich,
“QuasitriangularHopf
Algebras whose Group of GrouplikeElementsForm an
Abelian Group”, Proc. of the American Math.
Society, 124 (4) (1996) 1023-1026.
M. Cohen, S. Westreich
and S. Zhu, “Determinants, Integrability and Noether’s
Theorem for Quantum Commutative Algebras”, Israel J. of Math. 96 (1996),
185-222.
S. Gelaki
and S. Westreich,
“On the Quasitriangularity of Uq(sln)' ”, J. of the London Math. Society, (2) (57)
(1998), 105-125.
M. Cohen and S. Westreich, “Determinants and Symmetries in Yetter-Dinfeld Categories”, Kluwer
Academic Publishers, Applied Categorical Structures 6: 267-289, 1998.
S. Gelaki
and S. Westreich, “Hopf
algebras of type Uq(sln)’ and Oq(SLn)’ which give rise to
certain invariants of knots, links and 3-manifolds”, Trans. Amer. Math.
Soc. 352 (2000), 3821-3836.
S. Gelaki
and S. Westreich, “On SemisimpleHopf Algebras of Dimension pq”,
Proc. of the Amererican Math. Soc. 128 (2000)
(1), 39-47.
Errata to: "On semisimpleHopf algebras of
dimension pq"
[Proc. Amer. Math. Soc. {128} (2000), no. 1, 39-47; MR 2000c:16050]. Proc. Amer. Math. Soc. 128
(2000), no. 9, 2829-2831
(electronic). 16W30
M. Cohen and S.
Westreich, “On generalized
invariants of injective non-singular module algebras over their
invariants”, J. of Algebra, 223 (2000), 489-510.
S. Westreich,
“A Galois-type correspondence theory for actions of finite dimensional
pointed Hopf algebras on prime algebras”, J. of
Algebra, 219 (1999) (2), 606-624.
S. Westreich,
“Inner actions, outer actions and Galois correspondence”,
.New trends in Hopf algebra theory (La Falda,
1999),325-337, Contemp. Math., 267, Amer.
Math. Soc., Providence,
RI, 2000.
S. Westreich
and T. Yanai, “More about Galois-type
correspondence”, J. of Algebra, 246 (2001),(2), 629-640.
D. Radford and S.
Westreich, “Trace-like functionals on the double of the Taft Hopf algebra”, J. of Algebra, to appear.
M. Cohen and S.
Westreich, “Some interrelations
between Hopf algebras and their duals”, J. of
Algebra, to appear.
Books
S
S. Gelaki, M.
Cohen and S. Westreich, “Hopf algebras”, volume 4 of the
Handbook of Algebra, invited by Elsevier Science Publisherswhich, scheduled to
appear this year
