activity
20142020
most citedHochschild and cyclic homology of the crossed product of algebraic irrational rotational algebra by finite subgraoups of

6 citations · 6 across the 5 of their papers we have counts for

collaborators

7 papers

math.KT2020

Hochschild and Cyclic Homology of Quantum Kummer Spaces

Safdar Quddus

We study the quotient space obtained by the flip action on the quantum n-tori. The Hochschild, cyclic and periodic cyclic homology are calculated.

math.KT2020

Non-commutative Poisson Structures on quantum torus orbifolds

Safdar Quddus

We study the Hochschild cohomology and the Gerstenhaber algebra structure on the algebraic non-commutative torus/quantum torus orbifolds resulting by the action of finite subgroups…

math.KT2020

Equivariant Cartan Homotopy Formulae for -Algebra

Safdar Quddus

We study the Equivariant Cartan Homotopy Formula for the -algebra obtained by a finite group action.

math.KT2017

Invariants of the orbifolds of the Podleś' two spheres

Safdar Quddus

There are two orbifolds of the Podleś quantum two-sphere, one being the quantum two-disc and other the quantum two-dimensional real projective space $\mathbb RP…

math.KT2016

Cyclic Cohomology and Chern Connes pairing of some crossed product algebras

Safdar Quddus

We compute the cyclic and Hochschild cohomology groups for the algebras and $\mathcal A_θ^{alg} \rt…

math.KT2014★ 6 cited

Hochschild and cyclic homology of the crossed product of algebraic irrational rotational algebra by finite subgraoups of

Safdar Quddus

Let be a finite subgroup acting on the irrational rotational algebra via the restriction of the canonical action of . Co…

math.KT2014

Cohomology of and its Chern-Connes pairing

Safdar Quddus

We calculate the Hochschild and cyclic cohomology of the toroidal orbifold . We also calculate the Chern-Connes pairing of the…