Current trends in transformation groups. Dedicated to the memory of Professor Katsuo Kawakubo
type: Item
instance of: scholarly article
title: Current trends in transformation groups. Dedicated to the memory of Professor Katsuo Kawakubo
zbMATH Open document ID: 0997.00013
published in: K-Monographs in Mathematics
publication date: 2002-11-07T00:00:00Z
review text: The articles of this volume will be reviewed individually. Indexed articles: \textit{Illman, Sören}, Hilbert's fifth problem and proper actions of Lie groups, 1-23 [Zbl 1031.57027] \textit{Masuda, Mikiya}, Equivariant algebraic vector bundles over representations. -- A survey., 25-36 [Zbl 1056.14089] \textit{Kawakami, Tomohiro}, \(G\)-manifolds and \(G\)-vector bundles in algebraic, semialgebraic, and definable categories., 37-51 [Zbl 1035.03019] \textit{Kono, Susumu; Ushitaki, Fumihiro}, Geometry of finite topological spaces and equivariant finite topological spaces, 53-63 [Zbl 1014.54001] \textit{Nagasaki, Ikumitsu}, On the theory of homotopy representations. A survey, 65-77 [Zbl 1019.57019] \textit{Pawałowski, Krzysztof}, Manifolds as fixed point sets of smooth compact Lie group actions, 79-104 [Zbl 1026.57001] \textit{Kitada, Yasuhiko}, Surgery and homotopy theory in study of the transformation groups, 105-115 [Zbl 1025.57039] \textit{Kitada, Yasuhiko}, Kervaire's obstructions of free actions of finite cyclic groups on homotopy spheres, 117-128 [Zbl 1025.57036] \textit{Morimoto, Masaharu}, The Burnside ring revisited, 129-145 [Zbl 1019.57018] \textit{Kwasik, Sławomir; Schultz, Reinhard}, Multiplicative stabilization and transformation groups, 147-165 [Zbl 1021.57015] \textit{Raussen, Martin}, Symmetries on manifolds, deformations and rational homotopy: A survey, 167-179 [Zbl 1023.57022] \textit{Tsuchiya, Nobuo; Yamakawa, Aiko}, Rigidity of codimension one locally free actions of solvable Lie groups, 181-200 [Zbl 1017.37016] \textit{Uchida, Fuichi; Mukōyama, Kazuo}, Smooth actions of non-compact semi-simple Lie groups, 201-215 [Zbl 1020.57012] \textit{Takakura, Tatsuru}, Hamiltonian group actions and equivariant indices, 217-229 [Zbl 1030.53083] \textit{Pedersen, Erik Kjær}, Controlled methods in equivariant topology, a survey, 231-245 [Zbl 1030.57047]
Mathematics Subject Classification ID: 00B15
Mathematics Subject Classification ID: 57-06
Mathematics Subject Classification ID: 57Sxx
zbMATH DE Number: 1824820
zbMATH Keywords: Transformation groups
MaRDI profile type: Publication
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description: scientific article; zbMATH DE number 1824820