Project Details
Description
Typical examples of metric
invariants which are
instrumental for the global
description of Riemannian
manifolds and Alexandrov
spaces are diameter, volume,
curvature bounds etc. In this
project we investigate
several interesting invariants
of this type and decide their
importance for the inverse
problem of recognizing a space
metrically or topologically
from a given list of such
invariants.
invariants which are
instrumental for the global
description of Riemannian
manifolds and Alexandrov
spaces are diameter, volume,
curvature bounds etc. In this
project we investigate
several interesting invariants
of this type and decide their
importance for the inverse
problem of recognizing a space
metrically or topologically
from a given list of such
invariants.
| Status | Active |
|---|---|
| Effective start/end date | 01/01/1996 → … |
Collaborative partners
- Technical University of Denmark (lead)
- University of Maryland, College Park (Project partner)
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