Tempered subgroups and representations with minimal decay of matrix coefficients
The action of conformal transformations on a Riemannian manifold.
The actions of Sn+1 and Sn on the cohomology ring of a Coxeter arrangement of type An-1.
The Automorphism Groups of Strongly Pseudoconvex Domains.
The Burnside Ring of a Compact Lie Group. I.
The Burnside Ring of a Cyclic Extension of a Torus.
The C 1 generic diffeomorphism has trivial centralizer
Answering a question of Smale, we prove that the space of C 1 diffeomorphisms of a compact manifold contains a residual subset of diffeomorphisms whose centralizers are trivial.
The cancellation problem for homotopy equivalent representations of finite groups: a survey
The chameleon groups of Richards J. Thompson: automorphisms and dynamics
The Characteristic Toric Splitting of Irreducible Compact 3-Orbifolds.
The classification of space groups.
The closure of the space of homeomorphisms on a manifold. The piecewise linear case
The construction of affine structures on virtually nilpotent groups.
The Contractibility of the Homeomorphism Group of Some Product Spaces by Wong's Method.
The Dehn functions of and
For at least 3, the Dehn functions of and are exponential. Hatcher and Vogtmann proved that they are at most exponential, and the complementary lower bound in the case was established by Bridson and Vogtmann. Handel and Mosher completed the proof by reducing the lower bound for bigger than 3 to the case . In this note we give a shorter, more direct proof of this last reduction.
The density problem for infinite dimensional group actions
The diameter function on the space of space form
The Equivariant Bundle Subtraction Theorem and its applications
In the theory of transformation groups, it is important to know what kind of isotropy subgroups of G do occur at points of the space upon which the given group G acts. In this article, for a finite group G, we prove the Equivariant Bundle Subtraction Theorem (Theorem 2.2) which allows us to construct smooth G-manifolds with prescribed isotropy subgroups around the G-fixed point sets. In Theorem 0.1, we restate Oliver's result about manifolds M and G-vector bundles over M that occur, respectively,...
The equivariant Dehn's lemma and loop theorem.
The equivariant topological s-cobordism theorem.