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topological gyrogroup has a suitable set . 1. Introduction In 1990, K.H. Hofmann and S.A. Morris in [15] introduced the concept of a suitable set for a topological group as an example of a ’ thin ’ closed ...
medium, provided the original work is properly cited. The limit set of a topological transformation group on S generated by two generators is proved to be totally disconnected or thin ...
We consider homomorphisms from a normed space into a topological group . Assuming their boundedness in a neighbourhood (in relative topology ) of an extremal point of the unit sphere, we derive ...
for the Bohr topology . We also show that the closure of the set of prime numbers is a Lust‐Piquard set , generalizing results of Lust‐Piquard and Meyer, and even that the set of integers whose expansion uses ...
This paper presents a thinning algorithm which involves the identification of local features like line segments, tips, and junctions by the use of rough set theory and Euler number calculation within ...
lists of mutually compatible braiding phases of topological orders in (3+1)D spacetime. More concretely, considering a discrete gauge group $\prod^n_{i=1}\mathbb{Z}_{N_i}$ as input data, topological ...
Blending methods of Topological Dynamics and Control Theory, we develop a new technique to construct compact-Lie- group -valued minimal cocycles arising as fundamental matrix solutions of linear ...
on the convex hull of its limit set in |$\partial \mathbb H^3$|. Subgroup stability is a strong quasiconvexity condition in finitely generated groups which is intrinsic to the geometry of the ambient group ...
Blending methods of Topological Dynamics and Control Theory, we develop a new technique to construct compact-Lie- group -valued minimal cocycles arising as fundamental matrix solutions of linear ...
-cycles which are rationally equiva- lent to zero is contained in that kernel. Obviously this also holds for the group of " thin cycles" z~h(x), generated by those k-dimensional subvarieties Y ...
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