Title of article
On the cyclic Homology of multiplier Hopf algebras
Author/Authors
Haghighatdoost ، Ghorbanali - Azarbaijan shahid Madani university , Abbasi Makrani ، Hami - Azarbaijan shahid Madani university , Mahjoubi ، Rasoul - Azarbaijan shahid Madani university
Pages
16
From page
113
To page
128
Abstract
In this paper, we will study the theory of cyclic homology for regular multiplier Hopf algebras. We associate a cyclic module to a triple (R, H, X ) consisting of a regular multiplier Hopf algebra H, a left H-comodule algebra R, and a unital left H-module X which is also a unital algebra. First, we construct a paracyclic module to a triple (R, H, X ) and then prove the existence of a cyclic structure associated to this triple.
Keywords
Multiplier Hopf algebra , Cyclic homology , Cyclic module , Paracyclic module , H , comodule , H , module.
Journal title
Sahand Communications in Mathematical Analysis
Serial Year
2018
Journal title
Sahand Communications in Mathematical Analysis
Record number
2454846
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