Robert L. Bryant
Abstract
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In this note, we study an overdetermined system of partial differential equations whose solutions determine the minimal surfaces in ${S^n}$ of constant Gaussian curvature. If the Gaussian curvature is positive, the solution to the global problem was found by [
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In this note, we study an overdetermined system of partial differential equations whose solutions determine the minimal surfaces in ${S^n}$ of constant Gaussian curvature. If the Gaussian curvature is positive, the solution to the global problem was found by [
Key concepts: Overdetermined system, Mathematics, Gaussian curvature, Constant (computer programming), Mean curvature, Constant curvature, Curvature, Mathematical analysis