1 Subjects: “...Group theory...”

2 Table of Contents: “...Linearizing flat families of reductive group representations -- Spherical varieties...”

3 Subjects: “...Group Theory and Generalizations...”

4 Subjects: “...Group Theory and Generalizations...”

5 Table of Contents: “...: Topological transformation groups -- References -- Index of Authors -- Index of Symbols -- Index of Terms...”

6 Table of Contents: “... Connections -- 6. Riemannian Manifolds -- 7 Lie Groups -- 8 Hamiltonian Classical Mechanics -- References...”

7 Table of Contents: “...The structure of odd L-groups -- The surgery group L 3 h (Z(G)) for G a finite 2-group -- Whitehead...”

8 Table of Contents: “... invariants of K? -- Recognition principle for generalized Eilenberg—Mac Lane spaces -- Groups with infinite...”

9 Table of Contents: “...Higher K-theory of rings -- Problems about higher K-functors -- Relationship among K-theories...”

10 Table of Contents: “...The absolute property -- The universally measurable property -- The homeomorphism group of X...”

11 Table of Contents: “...Preliminaries on group actions -- Equivariant vertical euclidean neighbourhood retracts...”

12 “... topology. Frank Adams surveys this extensive work for researchers and students. Among the major topics...”

13 Table of Contents: “... -- 6 The Cotangent Bundle -- 7 Submersions, Immersions, and Embeddings -- 8 Submanifolds -- 9 Lie Group...”

14 Table of Contents: “.... Operations in Homotopy Groups -- XI Homotopy Operations -- 1. Homotopy Operations -- 2. The Hopf Invariant...”

15 Table of Contents: “... Semigroup of a Transformation Group, I; Chapter 4. Joint Continuity Theorems; Chapter 5. Distal Flows...”

16 “..., reflection groups, singularity theory, and in computer science and physics. This book is the first...”

17 “... to the solutions of many difficult problems. Among the earlier highlights of this period was Casson's λ-invariant...”

18 “... of a foliation and finally Lie algebroids. Among other things, the authors discuss to what extent Lie...”

19 “... and experts in the field.   Among the three contributions, two concern stable homotopy of spheres: Henn...”