This note gives a brief survey of the minimum dilatation problem forpseudo-Anosov mapping classes, and the first explicit train track descriptionof an infinite family of pseudo-Anosov mapping classes with orientable stablefoliations and the conjectural minimum dilatation for closed surfaces of evengenus $g \ge 2$.
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机译:本说明对伪Anosov映射类的最小扩张问题进行了简要调查,并对具有可定向稳定叶面的无限系列伪Anosov映射类的第一个显式火车轨道描述以及偶数类$ g \ ge的闭合曲面的猜想最小扩张2 $。
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