8a9a53957de4689620ef209a398a0909 Pos_a2025v29p23.pdf 2cfa5a6f62f18630bee6aea20d90e3951027a748 Pos_a2025v29p23.pdf 83f872760621863c518f225d6d5b8b165eb1e1ca8b3e52a63c9e8c14c687d5e4 Pos_a2025v29p23.pdf Title: Non-collapsing condition and Sobolev embeddings for Hajłasz–Besov spaces Subject: Positivity, https://doi.org/10.1007/s11117-025-01115-1 Keywords: Sobolev inequality; Fractional Hajłasz–Sobolev spaces; Hajłasz–Besov spaces; Metric measure spaces; Rearrangement invariant spaces; Interpolation Author: Joaquim Martín Creator: Springer Producer: Acrobat Distiller 10.1.8 (Windows); modified using iText® 5.3.5 ©2000-2012 1T3XT BVBA (SPRINGER SBM; licensed version) CreationDate: Wed Mar 12 08:52:14 2025 CET ModDate: Wed Mar 12 13:41:26 2025 CET Custom Metadata: yes Metadata Stream: yes Tagged: no UserProperties: no Suspects: no Form: none JavaScript: no Pages: 43 Encrypted: no Page size: 439.37 x 666.142 pts Page rot: 0 File size: 534992 bytes Optimized: no PDF version: 1.4 name type 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Rearrangements of functions Destination: subsection.2.2 Item: Title: 2.3 Background on rearrangement invariant spaces Destination: subsection.2.3 Children: Item: Title: 2.3.1 α-convex q.r.i. spaces Destination: subsubsection.2.3.1 Item: Title: 2.3.2 Examples Destination: subsubsection.2.3.2 Item: Title: 2.4 Hajłasz–Sobolev and Hajłasz–Besov spaces built on r.i. spaces Destination: subsection.2.4 Item: Title: 3 Interpolation theorems for Hajłasz–Besov spaces Destination: section.3 Item: Title: 4 The proofs of theorems 4 and 6 Destination: section.4 Item: Title: 5 Embedding theorems for Hajłasz–Besov spaces into q.r.i. spaces Destination: section.5 Children: Item: Title: 5.0.1 Example: homogeneous Lorentz–Zygmund–Hajłasz–Besov spaces Destination: myseccnt.1 Item: Title: References Destination: myseccnt.2 Info: Title: Non-collapsing condition and Sobolev embeddings for Hajłasz Besov spaces Author: Joaquim Martín Subject: Positivity, https://doi.org/10.1007/s11117-025-01115-1 Keywords: 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Rearrangement invariant spaces Interpolation Non-collapsing condition and Sobolev embeddings for Hajłasz–Besov spaces Joaquim Martín Walter A. 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