3 citations · 6 across the 9 of their papers we have counts for
10 papers
Morita Equivalence and Spectral Triples on Noncommutative Orbifolds
Antti J. Harju
Let be a finite group. Noncommutative geometry of unital -algebras is studied. A geometric structure is determined by a spectral triple on the crossed product algebra associ…
Quantum Orbifolds
Antti J. Harju
This is a study of orbifold-quotients of quantum groups (quantum orbifolds ). These structures have been studied extensively in the case of the quantum $SU_…
On Noncommutative Geometry of Orbifolds
Antti J. Harju
An orbifold is a Morita equivalence class of a proper {\' e}tale Lie groupoid. A unitary equivalence class of spectral triples over the algebra of smooth invariant functions are as…
Spectral Triples on Proper Etale Groupoids
Antti J. Harju
A proper etale Lie groupoid is modelled as a (noncommutative) spectral geometric space. The spectral triple is built on the algebra of smooth functions on the groupoid base which a…
Dirac Operators on Quantum Weighted Projective Spaces
Antti J. Harju
The quantum weighted projective algebras are coinvariant subalgebras of the quantum group algebra . For each pair of indices…
Analysis of Twisted Supercharge Families on Product Manifolds
Antti J. Harju
Twisted supercharge families on product manifolds have been applied in the analysis of the odd twisted K-theory. We shall suspend these families to the even t…