AbstractLet G be a compact Lie group and M a closed smooth G manifold. With some restrictions on G or on the isotropy groups of the action we show that M is algebraically realized, i.e., there exists a non-singular real algebraic G variety which is equivariantly diffeomorphic to M
AbstractWe present a way of constructing and deforming diffeomorphisms of manifolds endowed with a L...
AbstractWe prove that if G is a locally compact group acting properly (in the sense of R. Palais) on...
If M is a closed smooth manifold, it is well known that M is diffeomorphic to a nonsingular real alg...
Abstract. Suppose G is a cyclic group and M a closed smooth G– manifold with exactly one isotropy ty...
Abstract. Suppose G is a finite cyclic group and M a closed smooth G–manifold. In this paper we will...
AbstractIn this paper we prove that a smooth G-manifold of dimension 2 is equivariantly diffeomorphi...
AbstractLet G be a compact Lie group and H a closed subgroup. We show that the homogeneous space G/H...
There is a well-known procedure -induction- for extending an action of a subgroup H of a Lie group G...
AbstractIn this paper we prove that a smooth G-manifold of dimension 2 is equivariantly diffeomorphi...
AbstractLet K be a compact Lie group and X a real algebraic (or real analytic) K-variety. We find co...
Let M be a connected compact pseudoRiemannian manifold acted upon topologically transitively and iso...
Several results concerning isotropy of noncompact semisimple Lie group actions that preserve pseudo-...
AbstractGiven a compact Lie group G, a reconstruction theorem for free G-manifolds is proved. As a b...
Several results concerning isotropy of noncompact semisimple Lie group actions that preserve pseudo-...
on pseudoRiemannian manifolds By Raul Quiroga-Barranco* Let M be a connected compact pseudoRiemannia...
AbstractWe present a way of constructing and deforming diffeomorphisms of manifolds endowed with a L...
AbstractWe prove that if G is a locally compact group acting properly (in the sense of R. Palais) on...
If M is a closed smooth manifold, it is well known that M is diffeomorphic to a nonsingular real alg...
Abstract. Suppose G is a cyclic group and M a closed smooth G– manifold with exactly one isotropy ty...
Abstract. Suppose G is a finite cyclic group and M a closed smooth G–manifold. In this paper we will...
AbstractIn this paper we prove that a smooth G-manifold of dimension 2 is equivariantly diffeomorphi...
AbstractLet G be a compact Lie group and H a closed subgroup. We show that the homogeneous space G/H...
There is a well-known procedure -induction- for extending an action of a subgroup H of a Lie group G...
AbstractIn this paper we prove that a smooth G-manifold of dimension 2 is equivariantly diffeomorphi...
AbstractLet K be a compact Lie group and X a real algebraic (or real analytic) K-variety. We find co...
Let M be a connected compact pseudoRiemannian manifold acted upon topologically transitively and iso...
Several results concerning isotropy of noncompact semisimple Lie group actions that preserve pseudo-...
AbstractGiven a compact Lie group G, a reconstruction theorem for free G-manifolds is proved. As a b...
Several results concerning isotropy of noncompact semisimple Lie group actions that preserve pseudo-...
on pseudoRiemannian manifolds By Raul Quiroga-Barranco* Let M be a connected compact pseudoRiemannia...
AbstractWe present a way of constructing and deforming diffeomorphisms of manifolds endowed with a L...
AbstractWe prove that if G is a locally compact group acting properly (in the sense of R. Palais) on...
If M is a closed smooth manifold, it is well known that M is diffeomorphic to a nonsingular real alg...
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