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On Variational Principles of Metric Mean Dimension on Subsets in Feldman–Katok Metric

  • Kun Mei Gao,
  • Rui Feng Zhang

摘要

In this paper, we studied the metric mean dimension in Feldman–Katok (FK for short) metric. We introduced the notions of FK-Bowen metric mean dimension and FK-Packing metric mean dimension on subsets. And we established two variational principles.