In the field of Differential Geometry we are concerned with Riemannian manifolds or more generally (inner) metric spaces. We are interested in the interplay between their curvature and global ...

Smooth, singular and rigid spaces in geometry. Many interesting classes of Riemannian manifolds are precompact in the Gromov–Hausdorff topology. The closure of such a class usually contains singular ...

This research examined the normalized Ricci flow of invariant Riemannian metrics on generalized Wallach spaces and generalized flag manifolds. The study utilized techniques from differential ...

Another innovative technique is Discrete Metric Learning (DML), which leverages the Riemannian manifold to facilitate fast image set classification. By minimizing the Hamming distance between ...