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math.DS2020★ 2 cited
Graph manifolds that admit arbitrarily many Anosov flows
Adam Clay, Tali Pinsky
For each natural number n, we construct an example of a graph manifold supporting at least n different Anosov flows that are not orbit equivalent. Our construction is reminiscent o…
math.DS2020★ 4 cited
Lorenz attractors and the modular surface
Christian Bonatti, Tali Pinsky
We define an extension of the geometric Lorenz model, defined on the three sphere. This geometric model has an invariant one dimensional trefoil knot, a union of invariant manifold…