Add to ORKGWe prove, under certain conditions, that if a solenoidal group (i.e. 1-dimensional compact connected abelian group) acts effectively on a compact space then the fixed point set is nonempty and H∗ G(X, Q) has a presentation similar to the presentation of H∗ (X, Q) as proven by Chang in the case of a circle group.We prove, under certain conditions, that if a solenoidal group (i.e. 1-dimensional compact connected abelian group) acts effectively on a compact space then the fixed point set is nonempty and H∗ G(X, Q) has a presentation similar to the presentation of H∗ (X, Q) as proven by Chang in the case of a circle group
Let G be a topological group, with classifying bundle EG. If M is a topological space with left G-ac...
The localization theorem is known for compact G-spaces, where G is a compact Lie group. In this stud...
Abstract. Recall that an effective circle action is semifree if the stabilizer subgroup of each poin...
(1.1). This paper concerns three aspects of the action of a compact group K on a space X. The first ...
Let G be a compact connected Lie group and K \subseteq G a closed subgroup. We show that the isotrop...
The first part of this research monograph discusses general properties of G-ENRBs - Euclidean Neighb...
We give a characterization of those Alexandrov spaces admitting a cohomogeneity one action of a comp...
We consider the analogue of the fixed point theorem of A. Borel in the context of Tate cohomology. W...
AbstractWe study equivariant singular homology in the case of actions of totally disconnected locall...
Abstract. We show that for any abelian topological group G and arbitrary diffused submeasure µ, ever...
AbstractWe show that for any abelian topological group G and arbitrary diffused submeasure μ, every ...
Abstract. We first show that co-amenability does not pass to subgroups, answering a question asked b...
Suppose a locally compact group G acts freely and properly on a locally compact Hausdorff space X, a...
TEZ11127Tez (Doktora) -- Çukurova Üniversitesi, Adana, 2018.Kaynakça (s. 45-47) var.viii, 49 s. ; 29...
We show that the well-known fact that the equivariant cohomology (with real coefficients) of a torus...
Let G be a topological group, with classifying bundle EG. If M is a topological space with left G-ac...
The localization theorem is known for compact G-spaces, where G is a compact Lie group. In this stud...
Abstract. Recall that an effective circle action is semifree if the stabilizer subgroup of each poin...
(1.1). This paper concerns three aspects of the action of a compact group K on a space X. The first ...
Let G be a compact connected Lie group and K \subseteq G a closed subgroup. We show that the isotrop...
The first part of this research monograph discusses general properties of G-ENRBs - Euclidean Neighb...
We give a characterization of those Alexandrov spaces admitting a cohomogeneity one action of a comp...
We consider the analogue of the fixed point theorem of A. Borel in the context of Tate cohomology. W...
AbstractWe study equivariant singular homology in the case of actions of totally disconnected locall...
Abstract. We show that for any abelian topological group G and arbitrary diffused submeasure µ, ever...
AbstractWe show that for any abelian topological group G and arbitrary diffused submeasure μ, every ...
Abstract. We first show that co-amenability does not pass to subgroups, answering a question asked b...
Suppose a locally compact group G acts freely and properly on a locally compact Hausdorff space X, a...
TEZ11127Tez (Doktora) -- Çukurova Üniversitesi, Adana, 2018.Kaynakça (s. 45-47) var.viii, 49 s. ; 29...
We show that the well-known fact that the equivariant cohomology (with real coefficients) of a torus...
Let G be a topological group, with classifying bundle EG. If M is a topological space with left G-ac...
The localization theorem is known for compact G-spaces, where G is a compact Lie group. In this stud...
Abstract. Recall that an effective circle action is semifree if the stabilizer subgroup of each poin...