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0111 · Jul 201519922001200920172026
4 results for Haettel

This paper refines bounds on random walk speed in Teichmüller space.

problem Understanding the speed of random walks on Teichmüller space.
method Analyzing Jenkins-Strebel directions and Lebesgue geodesics.
result The drift of random walks grows exponentially for typical geodesics and oscillates between linear and exponential for some geodesics.

Reduces conjecture for Artin groups to simpler cases.

problem Proving K(π,1)K(π,1) for Artin groups with specific spherical parabolics.
method Reduces to simpler cases, uses injective metric spaces, combinatorial convexity, and Bestvina-type inequalities.
result Deduces K(π,1)K(π,1) conjecture for specific Artin groups.