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Approximation of Surfaces Constrained by a Differential Equation Using Simplex Splines

机译:用单形样条逼近由微分方程约束的曲面

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The utility of bivariate quadratic simplex splines for the approximation of surfaces was investigated. The surface is constrained to satisfy a differential equation. It is shown that with a fair amount of automation these splines can be used very well.

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