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We show that if f : M →M is a pseudo-Anosov homeomorphism on an orientable surface with oriented unstable manifolds and a quadratic expanding factor, then there is a hyperbolic toral automorphism on T2 and a map h : M → T2 such that h is a semi-conjugacy and (M, h) is a branched covering space of T2. We also give another characterization of pseudo-Anosov… (More)

- Jerrold R. Griggs, Michael Woltermann, +29 authors Z. Zeuge
- The American Mathematical Monthly
- 2000

Put your wallet on the table next to mine. The game is this: The person whose wallet has less money wins all the money in the other person’s wallet. Do you want to play? You might think along these lines: “I don’t know how much money that other wallet has, and I’m not even sure how much is in mine. If I have more money, then I’ll lose it, but if I have… (More)

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