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20032009
most citedActive and Nonlinear Microrheology in Dense Colloidal Suspensions

134 citations

Showing math.QAShow all

6 papers · 1 filter

math.QA20071 cited

On the Hopf-Schur group of a field

Eli Aljadeff, Juan Cuadra, Shlomo Gelaki +1

Let k be any field. We consider the Hopf-Schur group of k, defined as the subgroup of the Brauer group of k consisting of classes that may be represented by homomorphic images of H…

math.QA2007

Involutory quasi-Hopf algebras

D. Bulacu, S. Caenepeel, B. Torrecillas

We introduce and investigate the basic properties of an involutory (dual) quasi-Hopf algebra. We also study the representations of an involutory quasi-Hopf algebra and prove that a…

math.QA2006

The representation-theoretic rank of the doubles of quasi-quantum groups

Daniel Bulacu, Blas Torrecillas

We compute the representation-theoretic rank of a finite dimensional quasi-Hopf algebra and of its quantum double , within the rigid braided category of finite dimensiona…

math.QA20043 cited

Extending lazy 2-cocycles on Hopf algebras and lifting projective representations afforded by them

Juan Cuadra, Florin Panaite

We study some problems related to lazy 2-cocycles, such as: extension of (lazy) 2-cocycles to a Drinfeld double and to a Radford biproduct, Yetter-Drinfeld data obtained from lazy…

math.QA2004

Doi-Hopf modules and Yetter-Drinfeld modules for quasi-Hopf algebras

D. Bulacu, S. Caenepeel, B. Torrecillas

For a quasi-Hopf algebra , a left -comodule algebra $\mf{B}$ and a right -module coalgebra we will characterize the category of Doi-Hopf modules ${}^C{\cal M}(H)_{\mf{…

math.QA2003

Factorizable quasi-Hopf algebras. Applications

Daniel Bulacu, Blas Torrecillas

We define the notion of factorizable quasi-Hopf algebra by using a categorical point of view. We show that the Drinfeld double of any finite dimensional quasi-Hopf algebra $…