Abstract
If a cyclic permutation which is not a double has a representative in a piecewise weakly monotone map of an interval, then it has a fundamental representative in that map.
Citation
Chris Bernhardt. Ethan Coven. "ON THE EXISTENCE OF FUNDAMENTAL REPRESENTATIVES OF CYCLIC PERMUTATIONS IN MAPS OF AN INTERVAL." Real Anal. Exchange 19 (2) 608 - 611, 1993/1994. https://doi.org/10.2307/44152413
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