The study shows how discrete graphs can resemble hypercube structures under certain curvature conditions.
arXiv research
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Bounds on geodesic distances on Stiefel manifold derived from new metrics.
New bounds for private matrix approximation using Gaussian noise and Dyson Brownian Motion.
This paper proposes a new evaluation metric and boosting method for weight separability in neural network design. In contrast to general visual recognition methods designed to encourage both intra-class compactness and inter-class separability of latent features, we focus on estimating linear independence of column vec…
New formulas for geodesics on Stiefel and flag manifolds using trust-region method.
Polynomial-time private algorithm for robust estimation of mean and covariance in the presence of outliers.
Polynomial-time algorithm for estimating covariance in corrupted Gaussian data.