Discrete Approximation of Surface Curvature: Revision history

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24 December 2023

  • curprev 15:1515:15, 24 December 2023‎ SatoshiNakamoto talk contribs‎ 2,927 bytes +2,927‎ Created page with "Title: Discrete Approximation of Surface Curvature Abstract: This research explores the approximation of surface curvature using discrete, metric spaces. The study focuses on developing metric equivalents of Gaussian curvature for triangulated surfaces, allowing for a more natural and accurate representation of curvature in finite spaces. The research proposes two modalities for computing Gaussian curvature, based on embedding curvature and Wald curvature. The study dem..."
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