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3 results for Malestein-Rivin-Theran

Study curves in non-orientable surfaces with specific intersection properties.

problem Enumerate and understand curves in non-orientable surfaces with intersection constraints.
method Generalized construction of Malestein-Rivin-Theran to non-orientable surfaces.
result Lower bound for maximum number of curves in generic non-orientable surface.

Let SgS_g denote the closed orientable surface of genus gg. We construct exponentially many mapping class group orbits of collections of 2g+12g+1 simple closed curves on SgS_g which pairwise intersect exactly once, extending a result of the first author and further answering a question of Malestein-Rivin-Theran. To dist…

2015-02-01abs ↗pdf ↗