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20202026
most citedUnstable minimal surfaces in symmetric spaces of non-compact type

5 citations · 8 across the 14 of their papers we have counts for

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math.DG2026

Quadratic differentials in Teichmüller theory and complex harmonic maps

Christian El Emam, Nathaniel Sagman

We show that Hitchin-Wolf's harmonic map parametrization of Teichmüller space, the Schwarzian holonomy map, and Uhlenbeck's almost-Fuchsian holonomy map all arise as restrictions o…

math.GT2026

Holomorphic realizations of pairs of foliations on Riemann surfaces

Nathaniel Sagman, Dragomir Saric

Let be a hyperbolic Riemann surface and let and be laminations on homotopic to measured foliations with finite Dirichlet integral. We prove that and are fil…

math.DG2026

Holomorphicity of stable minimal surfaces of low genus

Nathaniel Sagman, Thomas-René Thalmaier

We prove that a (branched) minimal immersion from to is stable if and only if it lives in an even dimensional affine subspace and is holomorphic for som…