DOIAbstract
AbstractWe prove reconstruction results for finite sets of points in the Euclidean spaceRnthat are given up to the action of groups of isometries that contain all translations and for which the origin has a finite stabilizer
AbstractWe prove reconstruction results for finite sets of points in the Euclidean spaceRnthat are given up to the action of groups of isometries that contain all translations and for which the origin has a finite stabilizer
Abstract. For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X...
AbstractFor any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X, ...
Abstract: The theorem of Rips about free actions on R-trees relies on a careful analysis of finite s...
AbstractFor some finite set A of points in Rn and some integer k∈N we consider the problem of recons...
AbstractA set of points W in Euclidean space is said to realize the finite group G if the isometry g...
A set of points W in Euclidean space is said to realize the finite group G if the isometry group of ...
Abstract. We give a bound on the reconstructibility of an action G X in terms of the reconstructibi...
Abstract. Consider a finite set of Euclidean motions and ask what kind of conditions are necessary f...
Abels H. Finite groups of rotations - A supplement to the preceding article. Journal of Lie Theory. ...
AbstractWe generalize an algebraic tool due to Alon et al. (J. Combin. Theory B 47 (1989) 153–161) f...
Abstract. We investigate extensions of S. Solecki’s theorem on closing off finite partial isometries...
Includes bibliographical references (page 50)This paper studies Euclidean plane geometry from the po...
Abstract. Given a finitely generated group Γ, we study the space Isom(Γ,QU) of all actions of Γ by i...
AbstractWe prove that any subgroup of isometries of a Euclidean space can occur as a subgroup of iso...
The edge reconstruction conjecture of Harary (1964) states that a finite graph G can be reconstructe...
Abstract. For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X...
AbstractFor any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X, ...
Abstract: The theorem of Rips about free actions on R-trees relies on a careful analysis of finite s...
AbstractFor some finite set A of points in Rn and some integer k∈N we consider the problem of recons...
AbstractA set of points W in Euclidean space is said to realize the finite group G if the isometry g...
A set of points W in Euclidean space is said to realize the finite group G if the isometry group of ...
Abstract. We give a bound on the reconstructibility of an action G X in terms of the reconstructibi...
Abstract. Consider a finite set of Euclidean motions and ask what kind of conditions are necessary f...
Abels H. Finite groups of rotations - A supplement to the preceding article. Journal of Lie Theory. ...
AbstractWe generalize an algebraic tool due to Alon et al. (J. Combin. Theory B 47 (1989) 153–161) f...
Abstract. We investigate extensions of S. Solecki’s theorem on closing off finite partial isometries...
Includes bibliographical references (page 50)This paper studies Euclidean plane geometry from the po...
Abstract. Given a finitely generated group Γ, we study the space Isom(Γ,QU) of all actions of Γ by i...
AbstractWe prove that any subgroup of isometries of a Euclidean space can occur as a subgroup of iso...
The edge reconstruction conjecture of Harary (1964) states that a finite graph G can be reconstructe...
Abstract. For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X...
AbstractFor any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X, ...
Abstract: The theorem of Rips about free actions on R-trees relies on a careful analysis of finite s...
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