0.1 Essential data
Let us recall the definition of a topological group; this is a group together with a topology on such that is continuous, i.e., from into . Note also that is regarded as a topological space defined by the product topology.
Consider to be a topological group with the above notations, and also let be a topological space, such that an action of on is continuous if is continuous; with these conditions, is defined to be a topological G-space.
|Date of creation||2013-03-22 18:24:32|
|Last modified on||2013-03-22 18:24:32|
|Last modified by||bci1 (20947)|