Scalar curvature rigidity of certain symmetric spaces

By Maung Min-Oo. 2002

47 citations recorded by the source corpus.

Subfields: Applied Mathematics, Astronomy and Astrophysics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/3431772a37bd526e1283e0eb3b07d26a1246835c

How researchers see this paper

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In Applied Mathematics

1. Misha Gromov
2. Jintian Zhu
3. Richard Bamler
4. Otis Chodosh

In Astronomy and Astrophysics

1. Misha Gromov
2. Jintian Zhu

In Mathematical Physics

1. Misha Gromov
2. Assaf Naor
3. Yann Ollivier
4. Alexander Lubotzky
5. Damian Osajda
6. Richard Bamler
7. Denis V. Osin
8. Larry Guth

Citations in the corpus

• Bach-Flat Critical Metrics of the Volume Functional on 4-Dimensional Manifolds with Boundary (2014, unknown): “[17]).”
• Metric Inequalities with Scalar Curvature (2017, methodology): “What is less obvious (see Ll 1998], [Min-Oo 2002] is that the lowest eigenvalue of the operator R on S⊗ S+ on Sn is equal −n(n−1) 4 , which, by(6) (and a trifle of linear algebra) implies the following 17"Area enlargeable" appears as "Λ2-enlargeable" in [GL 1983], where the coverings Ṽi are…”