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Time changes for Rnflows and suspensions
1987
Pacific Journal of Mathematics
We examine properties of flows on compact metric spaces under multi-parameter real actions (i.e., the acting group is R"), and the impact of changes of action (time changes) and conjugacies to other flows. These concepts are carefully studied in the case of R'-suspensions and a basic framework for the internal structure of suspensions is developed. The structure of minimal R" flows which are conjugate to an equicontinuous flow is examined using suspensions, and these flows are shown to be
doi:10.2140/pjm.1987.130.97
fatcat:ml75flanebajdjubu2tppap5ci