Project Details
Description
The purpose of this project
is to use finite distance
geometry in conjunction with
theoretical work on
Alexandrov spaces to find
good candidates for metric
invariants that can
efficiently be used to
recognize and characterize
Riemannian manifolds and
metric spaces in general.
Computer experiments play a
natural and very crucial role
for the advancement of this
project.
is to use finite distance
geometry in conjunction with
theoretical work on
Alexandrov spaces to find
good candidates for metric
invariants that can
efficiently be used to
recognize and characterize
Riemannian manifolds and
metric spaces in general.
Computer experiments play a
natural and very crucial role
for the advancement of this
project.
| Status | Active |
|---|---|
| Effective start/end date | 01/01/1996 → … |