Unique Triangulation of the Orbit Space of a Differentiable Transformation Group and its Applications
Explore this paper's citation graph
- Type
- article
- Published
- 1987-01-01
- Cited by
- 36
- References
- 20
- Access
- Open access
- OpenAlex
- https://openalex.org/W42300064
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:62297220
Keywords
Group (periodic table), Triangulation, Orbit (dynamics), Differentiable function, Computer science
References
- The classification of G-spaces
- Equivariant K-theory and Fredholm operators
- Introduction to compact transformation groups
- Smooth equivariant triangulations ofG-manifolds forG a finite group
- The triangulability of the orbit space of a differentiable transformation group
- TRIANGULATIONS OF SUBANALYTIC SETS AND LOCALLY SUBANALYTIC MANIFOLDS
- Piecewise Linearization of Real Analytic Functions
- Triangulation of subanalytic sets and proper light subanalytic maps
- Triangulation of stratified fibre bundles
- The equivariant triangulation theorem for actions of compact Lie groups
- C 1 Actions of Compact Lie Groups on Compact Manifolds are C 1 -Equivalent to C ∞ Actions
- On C 1 -Complexes
- Topological Transformation Groups
- Differential Topology
- Whitehead torsion and group actions
- Triangulations of Subanalytic Sets and Locally Subanalytic Manifolds
Cited by
- Hilbert's Fifth Problem: Review
- Restricting the transformation group in equivariant CW complexes
- Accion de cartan, un caso especial de accion de grupos en sistemas dinamicos
- ACCIÓN DE GRUPOS, DE LAGRANGE A NUESTROS DÍAS
- EQUIVARIANT SEMI-ALGEBRAIC TRIANGULATIONS OF REAL ALGEBRAIC G -VARIETIES
- On the uniqueness of the analyticity of a proper G-action
- Three basic results for real analytic proper G-manifolds
- Real analytic structures on a symplectic manifold
- Triangulation of the map of a G-manifold to its orbit space
- Equivariant s-cobordism theorems
- On the existence of global Nash slices
- Equivariant Kählerian extensions of contact manifolds
- A subanalytic triangulation theorem for real analytic orbifolds
- G-s-cobordant manifolds are not necessarily G-homeomorphic for arbitrary compact Lie groups G
- Una caracterización de acciones libres y propiamente discontinuas.
- Fixed point sets of smooth group actions on disks and Euclidean spaces
- Smoothly equivalent real analytic properG-manifolds are subanalytically equivalent
- Cosimplicial Groups and Spaces of Homomorphisms
- Equivariant control data and neighborhood deformation retractions
- Countable approximation of topological G-manifolds: Compact Lie groups G
Related papers
- Continuous Differentiability in the Context of Generalized Approach to Differentiability
- On binary function continuity,differentiability and may differentiability
- The Complexity Of Nowhere Differentiable Continuous Functions
- On derivatives of fuzzy multi-dimensional mappings and applications under generalized differentiability
- On differentiability of Sobolev functions with respect to the Sobolev norm
- There exist no gaps between Gevrey differentiable and nowhere Gevrey differentiable
- HL-differentiability is equivalent to MB#-differentiability
- The approximate solution of variational problems with non-differentiable functionals☆