activity
20052016
most citedLocally Moving Groups and the Reconstruction Problem for Chains and Circles

14 citations · 17 across the 7 of their papers we have counts for

collaborators

7 papers

math.LO2016★ 2 cited

Reconstruction theorems for semigroups of functions which contain all transpositions of a set and for clones with the same property

Jonah Maissel, Matatyahu Rubin

We prove that if S is a set of functions from a set A to itself, S is closed under composition, and S contains all transpositions of A, then the action of S on Acan be recovered fr…

math.GN2012

Isomorphisms between groups of equivariant homeomorphisms of -manifolds with one orbit type

Matatyahu Rubin, Tomasz Rybicki

Given a compact Lie group , a reconstruction theorem for free -manifolds is proved. As a by-product reconstruction results for locally trivial bundles are presented. Next, th…

math.GN2007

A classification of CO spaces which are continuous images of compact ordered spaces

Robert Bonnet, Matatyahu Rubin

A compact Hausdorff space X is called a CO space, if every closed subset of X is homeomorphic to an open subset of X. Every successor ordinal with its order topology is a CO space.…

math.LO2005★ 14 cited

Locally Moving Groups and the Reconstruction Problem for Chains and Circles

Stephen McCleary, Matatyahu Rubin

We prove that complete Boolean algebras can be reconstructed from any locally moving subgroup of their full automorphism group. We use this theorem in order to prove that linear or…

math.GN2005★ 1 cited

Reconstruction theorem for homeomorphism groups without small sets and non-shrinking functions of a normed space

Vladimir P. Fonf, Matatyahu Rubin

We prove a reconstruction theorem for homeomorphism groups of open sets in metrizable locally convex topological vector spaces. We show that certain small subgroups of the full hom…

math.GN2005

Reconstruction of manifolds and subsets of normed spaces from subgroups of their homeomorphism groups

Matatyahu Rubin, Yosef Yomdin

We prove various reconstruction theorems about open subsets of normed spaces. E.g. if the uniformly continuous homeomorphism groups of two such sets are isomorphic, then this isomo…

math.MG2005

Extension and reconstruction theorems for the Urysohn universal metric space

Wieslaw Kubiś, Matatyahu Rubin

We prove some extension theorems involving uniformly continuous maps of the universal Urysohn space. We also prove reconstruction theorems for certain groups of autohomeomorphisms…