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Critical exponent for geodesic currents. (arXiv:1704.06541v1 [math.MG])

来源于:arXiv
For any geodesic current we associated a quasi-metric space. For a subclass of geodesic currents, called filling, it defines a metric and we study the critical exponent associated to this space. We show that is is equal to the exponential growth rate of the intersection function for closed curves. 查看全文>>