Add to ORKGSUMMARY.We show that a connected Lie group admitting an ergodic group of Lie automor-phisms is nilpotent. Some extensions of this and examples are discussed. 1
Let G be a locally compact amenable group. We say that G has property (M) if every closed subgroup o...
Seja P um grupo localmente finito de expoente primo p, admitindo um grupo G de automorfismos solúvel...
Let V be an ergodic automorphism of a probability space (X, , μ) and let A be a locally compac...
We show that a connected Lie group admitting an ergodic group of Lie automorphisms is nilpotent. Som...
AbstractIt is proved that if a locally nilpotent group G admits an almost regular automorphism of pr...
We investigate some situation in which automorphisms of a group G are uniquely determined by their r...
To any automorphism, α, of a totally disconnected, locally compact group, G, there is associated a c...
We study the dynamics of projective transformations and apply it to (i) prove that the isotropy subg...
We extend recent results of Adler, Kitchens & Shub, Parry, and Parry & Pollicott on the stable ergod...
Given a compact dynamical system $(X,T,m)$ and a pair $(G,\sigma)$ consisting of a compact group $G$...
Abstract. We consider locally compact groups G admitting a topologically transitive Zd-action by aut...
AbstractLet G be a connected amenable group (thus, an extension of a connected normal solvable subgr...
We associate with each graph (S,E) a 2-step simply connected nilpotent Lie group N and a lattice Γ i...
AbstractWe extend recent results of Adler, Kitchens & Shub, Parry, and Parry & Pollicott on the stab...
Abstract. We prove that the restriction of a probability measure in-variant under a nonhyperbolic, e...
Let G be a locally compact amenable group. We say that G has property (M) if every closed subgroup o...
Seja P um grupo localmente finito de expoente primo p, admitindo um grupo G de automorfismos solúvel...
Let V be an ergodic automorphism of a probability space (X, , μ) and let A be a locally compac...
We show that a connected Lie group admitting an ergodic group of Lie automorphisms is nilpotent. Som...
AbstractIt is proved that if a locally nilpotent group G admits an almost regular automorphism of pr...
We investigate some situation in which automorphisms of a group G are uniquely determined by their r...
To any automorphism, α, of a totally disconnected, locally compact group, G, there is associated a c...
We study the dynamics of projective transformations and apply it to (i) prove that the isotropy subg...
We extend recent results of Adler, Kitchens & Shub, Parry, and Parry & Pollicott on the stable ergod...
Given a compact dynamical system $(X,T,m)$ and a pair $(G,\sigma)$ consisting of a compact group $G$...
Abstract. We consider locally compact groups G admitting a topologically transitive Zd-action by aut...
AbstractLet G be a connected amenable group (thus, an extension of a connected normal solvable subgr...
We associate with each graph (S,E) a 2-step simply connected nilpotent Lie group N and a lattice Γ i...
AbstractWe extend recent results of Adler, Kitchens & Shub, Parry, and Parry & Pollicott on the stab...
Abstract. We prove that the restriction of a probability measure in-variant under a nonhyperbolic, e...
Let G be a locally compact amenable group. We say that G has property (M) if every closed subgroup o...
Seja P um grupo localmente finito de expoente primo p, admitindo um grupo G de automorfismos solúvel...
Let V be an ergodic automorphism of a probability space (X, , μ) and let A be a locally compac...