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  • 2026

  • 2026-10-26
    Balls, tubes and slabs: the least-area shapes in a periodic cube
  • 2026-10-26
    Does every magnification see the same mean-curvature singularity?
  • 2026-10-26
    Can scalar curvature detect a Ricci-flow singularity?
  • 2026-10-26
    When affine maximal graphs must be paraboloids—and when they need not be
  • 2026-10-26
    From a Euclidean tangent to coordinates with controlled distortion
  • 2026-10-26
    Recognizing Alexandrov curvature without a smooth metric
  • 2026-10-26
    Geodesics without focusing on a manifold that forbids nonpositive curvature
  • 2026-10-26
    Negative Kähler curvature does not guarantee bounded holomorphic coordinates
  • 2026-10-26
    Weak transport curvature, convex geodesic domains and continuous optimal maps
  • 2026-10-26
    More polynomial-growth harmonic functions than Euclidean space
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