Random Euclidean embeddings in finite-dimensional Lorentz spaces
Volume 269 / 2023
Studia Mathematica 269 (2023), 121-138
MSC: Primary 46B06; Secondary 46B07, 46B09, 52A21, 52A23.
DOI: 10.4064/sm210612-26-8
Published online: 19 December 2022
Abstract
Quantitative bounds for random embeddings of $\mathbb R^k$ into Lorentz sequence spaces are given, with improved dependence on $\varepsilon $.
