First explicit non-uniquely ergodic FIET with three invariant ergodic measures, obtained by generalizing Keane's construction via Rauzy induction adapted to flips.
Fickenscher Self–inverses, Lagrangian permutations and minimal interval exchange transformations with many ergodic measures Commun
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Existence of a Non-Uniquely Ergodic Interval Exchange Transformation with Flips Possessing Three Invariant Measures
First explicit non-uniquely ergodic FIET with three invariant ergodic measures, obtained by generalizing Keane's construction via Rauzy induction adapted to flips.