About this document
Hadamard Space by Philipp Harland is a document available to read on EtoBox.
Hadamard spaces are complete metric spaces that generalize Hilbert spaces and are defined as CAT(0) spaces. They exhibit hyperbolic triangle properties and allow for unique geodesics between points, making them contractible. Applications extend beyond geometry, including solving problems in dynamical systems, such as billiards.
- Author
- Philipp Harland
- Language
- EN