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Valuations Destination: subsection.2.1 Item: Title: 2.2 Real space forms Destination: subsection.2.2 Item: Title: 2.3 Complex space forms Destination: subsection.2.3 Item: Title: 3 Tube formulas in linear spaces Destination: section.3 Item: Title: 4 Tube formulas in Riemannian manifolds Destination: section.4 Children: Item: Title: 4.1 Tubular and derivative operators Destination: subsection.4.1 Item: Title: 4.2 Tubes in Riemannian manifolds Destination: subsection.4.2 Item: Title: 4.3 Derivative operators in mathbbSmλ and mathbbCPnλ Destination: subsection.4.3 Item: Title: 5 A model space for tube formulas Destination: section.5 Children: Item: Title: 5.1 A system of differential equations Destination: subsection.5.1 Item: Title: 5.2 Eigenvalues and eigenvectors of Yλ Destination: subsection.5.2 Item: Title: 5.3 Image of Yλ Destination: subsection.5.3 Item: Title: 6 Tube formulas in mathbbSmλ and mathbbCPnλ Destination: section.6 Children: Item: Title: 6.1 Tube formulas in complex space forms Destination: subsection.6.1 Item: Title: 6.2 Tube formulas in real space forms Destination: subsection.6.2 Item: Title: 6.3 Spectral analysis of the derivative map Destination: subsection.6.3 Item: Title: 6.4 Stable valuations in complex space forms Destination: subsection.6.4 Item: Title: 6.5 Image of λ,mathbbC and λ,mathbbR Destination: subsection.6.5 Item: Title: References Destination: myseccnt.1 Info: Title: Tube formulas for valuations in complex space forms Author: Gil Solanes Subject: Mathematische Annalen, https://doi.org/10.1007/s00208-024-02929-2 Keywords: Creator: Springer Producer: Acrobat Distiller 24.0 (Windows); modified using iTextSharp™ 5.5.14-SNAPSHOT ©2000-2020 iText Group NV (AGPL-version) CreationDate: Tue Jul 16 03:59:20 CEST 2024 ModDate: Tue Jul 16 04:01:13 CEST 2024 ID: 0xcbfbefaf27d2b1576987d6bd2dd762b0, 0xb8a9f9fba7688d478525dc3f4edb7ac2 Filters: FilterPipeline: FlateDecode Images: Image: NisoImageMetadata: FormatName: image/png ImageWidth: 1100 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