G. A. Hedlund, Transformations commuting with the shift,Topological Dynamics, An International Symposium edited by J. Auslander and W. Gottschalk, Benjamin, New ...
In this paper we extend the study to homomorphisms of expansive transformation groups, with the phase spaces generally assumed to be compact. By considering ...
Homomorphisms of transformation groups · R. Ellis, W. Gottschalk · Published 1 February 1960 · Mathematics · Transactions of the American Mathematical Society.
Introduction. Expansive transformation groups and its special case-expansive homeomorphisms have been studied by B. F. Bryant, M. Eisenberg, W. H. Gott-.
F -Expansive transformation groups ... Basic properties are established, and expansion in the natural class of non-trivial homomorphisms is extensively studied.
A typical example of an expansive homeo- morphism acting on a manifold is any member of a unimodular group without eigenvalues of absolute value 1 acting in the ...
Nov 22, 2012 · Homomorphisms have a number of nice properties, they always map the identity to the identity, as a result map an element to an element dividing its order.
Missing: Expansive | Show results with:Expansive
Duration: 11:23
Posted: Dec 30, 2018
Posted: Dec 30, 2018
Missing: Transformation | Show results with:Transformation
The basic idea of their definitioij is that two points which are not close in the orbit topology induced by the reals can be separated at the same time even if ...
A one-to-one homomorphism from G to H is called a monomorphism, and a homomorphism that is “onto,” or covers every element of H, is called an epimorphism. An ...
Missing: Expansive | Show results with:Expansive