activity
20002017
most cited(Co)cyclic (co)homology of bialgebroids: An approach via (co)monads

45 citations · 114 across the 14 of their papers we have counts for

collaborators

15 papers

math.QA2017★ 2 cited

-deformations of graded rings

Alessandro Ardizzoni, Paolo Saracco, Dragoş Ştefan

We prove in a very general framework several versions of the classical Poincaré-Birkhoff-Witt Theorem, which extend results from [BeGi, BrGa, CS, HvOZ, WW]. Applications and exampl…

math.KT2015

Further Properties and Applications of Koszul Pairs

Adrian Manea, Dragoş Ştefan

Koszul pairs were introduced in [arXiv:1011.4243] as an instrument for the study of Koszul rings. In this paper, we continue the enquiry of such pairs, focusing on the description…

math.QA2014★ 22 cited

The cohomology ring of the 12-dimensional Fomin-Kirillov algebra

Dragos Stefan, Cristian Vay

The -dimensional Fomin-Kirillov algebra is defined as the quadratic algebra with generators , and which satisfy the relations and $ab+bc+ca=0=…

math.KT2011

On de Rham Cohomology of Linear Categories

Andrei Chiteş, Mădălin Ciungu, Dragoş Ştefan

We define the Chern map from the Grothendieck group of a linear category C to the de Rham cohomology of C with coefficients in a DG-category. In order to achieve our goal, we defin…

math.KT2010

Koszul pairs and applications

Pascual Jara Martínez, Javier López Peña, Dragoş Ştefan

Let be a semisimple ring. A pair is called almost-Koszul if is a connected graded -ring and is a compatible connected graded -coring. To an almost-Koszul…

math.KT2009

A categorical approach to cyclic duality

Gabriella Böhm, Dragos Stefan

The aim of this paper is to provide a unifying categorical framework for the many examples of para-(co)cyclic modules arising from Hopf cyclic theory. Functoriality of the coeffici…