We study self-homotopy equivalences and diffeomorphisms of the (n + 1)-dimensional manifold x = #, (Sí x t) for any n =3. Then wecompletely determine the group of pseudo-isotopy classes of homeomorphisms of X and extend to dimension n well—known theorems due to F. Laudenbach and y. Poenaru [10],[12]and 3M. Montesinos ¡14].
AbstractIn this paper the isotopy group of embeddings of an orientable closed manifold M in the real...
I. In any of the categories TOP, PL, or Diff an isomorphism : M- • M on a manifold in the category i...
We describe a natural isomorphism between the set of equivalence classes of pseudocycles and the int...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X= #p(S1¿S...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X given by...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X given by...
We investigate the group of orientation-preserving auto-homeomorphisms resp. homotopy self-equivalen...
We investigate the group of orientation-preserving auto-homeomorphisms resp. homotopy self-equivalen...
A diffeomorphism $f$ of a compact manifold $X$ is pseudo-isotopic to the identity if there is a diff...
AbstractLet Hg be a genus g handlebody and MCG2n(Tg) be the group of the isotopy classes of orientat...
Given a homomorphism of groups f : G → H, we construct a topological space Xf such that its group of...
Abstract. In this paper we study the group of isotopy classes of pseu-doisotopies of a compact manif...
For Mr := _r (Sp×Sp), p = 3, 7, we calculate π0Diff(Mr)/_2p+1 and E(Mr), respectively the group of i...
AbstractAn isotopy of a manifold M that starts and ends at the identity diffeomorphism determines an...
In this paper, the concepts of d*gα - homeomorphism and d*gαc - homeomorphism are introduced and the...
AbstractIn this paper the isotopy group of embeddings of an orientable closed manifold M in the real...
I. In any of the categories TOP, PL, or Diff an isomorphism : M- • M on a manifold in the category i...
We describe a natural isomorphism between the set of equivalence classes of pseudocycles and the int...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X= #p(S1¿S...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X given by...
We study self-homotopy equivalences and diffeomorphisms of the (n+1)-dimensional manifold X given by...
We investigate the group of orientation-preserving auto-homeomorphisms resp. homotopy self-equivalen...
We investigate the group of orientation-preserving auto-homeomorphisms resp. homotopy self-equivalen...
A diffeomorphism $f$ of a compact manifold $X$ is pseudo-isotopic to the identity if there is a diff...
AbstractLet Hg be a genus g handlebody and MCG2n(Tg) be the group of the isotopy classes of orientat...
Given a homomorphism of groups f : G → H, we construct a topological space Xf such that its group of...
Abstract. In this paper we study the group of isotopy classes of pseu-doisotopies of a compact manif...
For Mr := _r (Sp×Sp), p = 3, 7, we calculate π0Diff(Mr)/_2p+1 and E(Mr), respectively the group of i...
AbstractAn isotopy of a manifold M that starts and ends at the identity diffeomorphism determines an...
In this paper, the concepts of d*gα - homeomorphism and d*gαc - homeomorphism are introduced and the...
AbstractIn this paper the isotopy group of embeddings of an orientable closed manifold M in the real...
I. In any of the categories TOP, PL, or Diff an isomorphism : M- • M on a manifold in the category i...
We describe a natural isomorphism between the set of equivalence classes of pseudocycles and the int...