[PDF][PDF] Mittag-Leffler condition and the vanishing of lim1
I Emmanouil - Topology, 1996 - core.ac.uk
THE right derived functors of inverse limits in module categories were introduced by Roos in
[S]. In that paper, Roos showed that the higher inverse limitsc vanish for i> 1 if the indexing …
[S]. In that paper, Roos showed that the higher inverse limitsc vanish for i> 1 if the indexing …
Periodic cyclic homology of affine Hecke algebras
M Solleveld - arXiv preprint arXiv:0910.1606, 2009 - arxiv.org
This is the author's PhD-thesis, which was written in 2006. The version posted here is
identical to the printed one. Instead of an abstract, the short list of contents: Preface 5 1 …
identical to the printed one. Instead of an abstract, the short list of contents: Preface 5 1 …
Explicit product structures in cyclic homology theories
M Puschnigg - K-theory, 1998 - access.portico.org
In this note we study explicit product structures on various cyclic cohomology theories,
including bivariant, entire and asymptotic cohomology. We analyse to what extent the …
including bivariant, entire and asymptotic cohomology. We analyse to what extent the …
Noncommutative numerical motives, Tannakian structures, and motivic Galois groups
M Marcolli, G Tabuada - Journal of the European Mathematical Society, 2016 - ems.press
In this article we further the study of noncommutative numerical motives, initiated in [30, 31].
By exploring the change-of-coefficients mechanism, we start by improving some of the main …
By exploring the change-of-coefficients mechanism, we start by improving some of the main …
[HTML][HTML] On a Hodge theoretic property of the Künneth map in periodic cyclic homology
D Shklyarov - Journal of Algebra, 2016 - Elsevier
On a Hodge theoretic property of the Künneth map in periodic cyclic homology - ScienceDirect
Skip to main contentSkip to article Elsevier logo Journals & Books Search RegisterSign in View …
Skip to main contentSkip to article Elsevier logo Journals & Books Search RegisterSign in View …
Noncommutative numerical motives, Tannakian structures, and motivic Galois groups
M Marcolli, G Tabuada - arXiv preprint arXiv:1110.2438, 2011 - arxiv.org
In this article we further the study of noncommutative numerical motives. By exploring the
change-of-coefficients mechanism, we start by improving some of our previous main results …
change-of-coefficients mechanism, we start by improving some of our previous main results …
On a Hodge theoretic property of the Kuenneth map in periodic cyclic homology
D Shklyarov - arXiv preprint arXiv:1207.5533, 2012 - arxiv.org
arXiv:1207.5533v2 [math.AG] 28 Feb 2014 Page 1 arXiv:1207.5533v2 [math.AG] 28 Feb 2014
ON A HODGE THEORETIC PROPERTY OF THE KÜNNETH MAP IN PERIODIC CYCLIC …
ON A HODGE THEORETIC PROPERTY OF THE KÜNNETH MAP IN PERIODIC CYCLIC …
[图书][B] Bivariant periodic cyclic homology
C Grønbæk - 1999 - books.google.com
Recent work by Cuntz and Quillen on bivariant periodic cyclic homology has caused quite a
revolution in the subject. In this self-contained exposition, the author's purpose is to …
revolution in the subject. In this self-contained exposition, the author's purpose is to …
Cup coproducts in Hopf cyclic cohomology
M Hassanzadeh, M Khalkhali - Journal of Homotopy and Related …, 2015 - Springer
We define cup coproducts for Hopf cyclic cohomology of Hopf algebras and for its dual
theory. We show that for universal enveloping algebras and group algebras our coproduct …
theory. We show that for universal enveloping algebras and group algebras our coproduct …
Cyclic homology of dg coalgebras and a Künneth formula
M Khalkhali - arXiv preprint math/9806110, 1998 - arxiv.org
In this note we extend the cyclic homology functor, and in particular the periodic cyclic
homology, to the category of DG (= differential graded) coalgebras. We are partly motivated …
homology, to the category of DG (= differential graded) coalgebras. We are partly motivated …