Pages that link to "Item:Q676161"
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The following pages link to \(K\)-theoretic indices of Dirac type operators on complete manifolds and the Roe algebra (Q676161):
Displaying 12 items.
- Controlled topological phases and bulk-edge correspondence (Q507170) (← links)
- Toeplitz operators and the Roe-Higson type index theorem in Riemannian surfaces (Q520657) (← links)
- \({\mathbb{Z}}/k\)-manifolds and families of Dirac operators (Q1106524) (← links)
- Zero-in-the-spectrum conjecture, positive scalar curvature and asymptotic dimension (Q1359235) (← links)
- Uniform \(K\)-theory, and Poincaré duality for uniform \(K\)-homology (Q1727403) (← links)
- A \(K\)-theoretic relative index theorem and Callias-type Dirac operators (Q1907190) (← links)
- Slowly increasing cohomology for discrete metric spaces with polynomial growth (Q1928187) (← links)
- Metrics with positive scalar curvature at infinity and localization algebra (Q2044105) (← links)
- A Lichnerowicz vanishing theorem for the maximal Roe algebra (Q2697573) (← links)
- Homology Chern characters of perturbed Dirac operators (Q2747327) (← links)
- Coarse indices of twisted operators (Q5213506) (← links)
- Codimension two index obstructions to positive scalar curvature (Q5962655) (← links)
