Thomas Schlumprecht

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20232026

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math.FA2023

Multipliers on bi-parameter Haar system Hardy spaces

Richard Lechner, Pavlos Motakis, Paul F. X. Müller +1

Let $(h_{I})$ denote the standard Haar system on $[0, 1]$ , indexed by $I \in D$ , the set of dyadic intervals and $h_{I} \otimes h_{J}$ denote the tensor product $(s,t)\mapsto h_I(s…

math.FA2023

Transportation cost spaces and their embeddings into $L_{1}$ , a Survey

Thomas Schlumprecht

These notes present a basic survey on Transportation cost spaces (aka Lipschitzfree spaces, Wasserstein spaces) and their bi-Lipschitz and linear embeddings into $L_{1}$ spaces. To m…

Multipliers on bi-parameter Haar system Hardy spaces

Transportation cost spaces and their embeddings into L1​, a Survey

Transportation cost spaces and their embeddings into $L_{1}$ , a Survey