Large embedded balls and Heegaard genus in negative curvature.
Bachman, David, Cooper, Daryl, White, Matthew E. (2004)
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Large embedded balls and Heegaard genus in negative curvature.
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A holomorphic 1-form on a compact Riemann surface S naturally defines a flat metric on S with cone-type singularities. We present the following surprising phenomenon: having found a geodesic segment (saddle connection) joining a pair of conical points one can find with a nonzero probability another saddle connection on S having the same direction and the same length as the initial one. A similar phenomenon is valid for the families of parallel closed geodesics. We give a complete description...
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