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On Almost periodicity and minimality for semiflows

Joseph Auslander, Anima Nagar

Abstract

In topological dynamics, the dynamical behavior sometimes has a sharp contrast when the action is by semigroups or monoids to when the action is by groups. In this article we bring out this contrast while discussing the equivalence of almost periodicity and minimality, and some implications when every point is an almost periodic point.

On Almost periodicity and minimality for semiflows

Abstract

In topological dynamics, the dynamical behavior sometimes has a sharp contrast when the action is by semigroups or monoids to when the action is by groups. In this article we bring out this contrast while discussing the equivalence of almost periodicity and minimality, and some implications when every point is an almost periodic point.

Paper Structure

This paper contains 3 sections, 4 equations.

Table of Contents

  1. Some deviations
  2. Minimal Semiflows
  3. Equicontinuity and Distality of Semiflows

Theorems & Definitions (15)

  • proof
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  • ...and 5 more