AbstractIt is shown that for every triple of integers (α,β,γ) such that α ⩾ 1, β ⩾ 1, and γ ⩾ 2, there is a homogeneous, non-bihomogeneous continuum whose every point has a neighborhood homeomorphic to the Cartesian product of Menger compacta μα × μβ × μγ. In particular, there is a homogeneous, non-bihomogeneous Peano continuum of covering dimension four
AbstractWe show that a homogeneous euclidean neighborhood retract (ENR) X is generalized manifold pr...
AbstractAn example is constructed of a connected locally connected (n–1)-dimensional subgroup X of R...
AbstractLet X be a homogeneous continuum with H1(X)≠0. A covering space X∼ of X is constructed, as i...
AbstractIt is shown that for every triple of integers (α,β,γ) such that α ⩾ 1, β ⩾ 1, and γ ⩾ 2, the...
K. Kuperberg found a locally connected, finite-dimensional continuum which is homogeneous b...
K. Kuperberg found a locally connected, finite-dimensional continuum which is homogeneous b...
We present simple examples of finite-dimensional connected homogeneous spaces (they are actually to...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
It is shown that a connected non-compact metrizable manifold of dimension $\ge 2$ is strongly discre...
AbstractBuilding on work of Terada, we prove that h-homogeneity is productive in the class of zero-d...
AbstractA very short proof of the following smooth homogeneity theorem of D. Repovs, E.V. Shchepin a...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
AbstractWe show that a homogeneous euclidean neighborhood retract (ENR) X is generalized manifold pr...
AbstractAn example is constructed of a connected locally connected (n–1)-dimensional subgroup X of R...
AbstractLet X be a homogeneous continuum with H1(X)≠0. A covering space X∼ of X is constructed, as i...
AbstractIt is shown that for every triple of integers (α,β,γ) such that α ⩾ 1, β ⩾ 1, and γ ⩾ 2, the...
K. Kuperberg found a locally connected, finite-dimensional continuum which is homogeneous b...
K. Kuperberg found a locally connected, finite-dimensional continuum which is homogeneous b...
We present simple examples of finite-dimensional connected homogeneous spaces (they are actually to...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
It is shown that a connected non-compact metrizable manifold of dimension $\ge 2$ is strongly discre...
AbstractBuilding on work of Terada, we prove that h-homogeneity is productive in the class of zero-d...
AbstractA very short proof of the following smooth homogeneity theorem of D. Repovs, E.V. Shchepin a...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
AbstractWe show that a homogeneous euclidean neighborhood retract (ENR) X is generalized manifold pr...
AbstractAn example is constructed of a connected locally connected (n–1)-dimensional subgroup X of R...
AbstractLet X be a homogeneous continuum with H1(X)≠0. A covering space X∼ of X is constructed, as i...
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