Reconstruction theorem for homeomorphism groups without small sets and non-shrinking functions of a normed space
Vladimir P. Fonf, Matatyahu Rubin
Abstract
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 homeomorphism group obey the conditions of the above theorem.
Create a lesson
Related papers
Hölder Selections under Stieltjes Clocks: Uniform Disconnectedness and Jump Dominance
Serkan İlter, Hülya Duru, Arkady Kitover et al.
Journey into special T1-spaces
Robert Rałowski
Finite-Point Metrizable Coarsenings: Compatible Gauges, Simplicial Metrics, and Hausdorff Lower Bounds
Ahmad ja'afari kalvan, Ehsan Shahoseini
Fractal dimensions and quasisymmetric packing-minimalities of some homogeneous Moran sets
Pingping Liu, Chenyuan Jiang, Yanzhe Li
Proper classes of non-embeddable continua
Gerald Kuba
On Ist- convergence in the space of reals
Amar Kumar Banerjee, Khairul Hasan