K-Homology, Assembly and Rigidity Theorems for Relative Eta Invariants

By N. Higson, J. Roe. 2010

51 citations recorded by the source corpus.

Subfields: Algebra and Number Theory, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/55db6319ba43694bc4c52c59216c778ec537d6c8

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Algebra and Number Theory

1. Thomas Schick
2. P. Piazza
3. Zhizhang Xie
4. Guoliang Yu
5. Rufus Willett

In Mathematical Physics

1. Zhizhang Xie
2. P. Piazza
3. Thomas Schick
4. Guoliang Yu
5. Rufus Willett
6. Martin Finn-Sell
7. Assaf Naor
8. E. Guentner

Citations in the corpus

• Delocalized Eta Invariants, Algebraicity, and K-Theory of Group C*-Algebras (2018, result): “Combined with the finite propagation speed of wave operators, this provides a conceptual approach to some results of Keswani [17], Piazza and Schick [25] and Higson and Roe [15].”
• Rho‐classes, index theory and Stolz’ positive scalar curvature sequence (2012, background): “Finally, let us recall the definition of the map β : Ωspinn+1(BΓ)→ Kn+1(BΓ), as given by Higson and Roe [11–13].”