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Truncation error estimates of approximate differential operators of a particle method based on the Voronoi decomposition

机译:基于Voronoi分解的粒子法近似微分算子的截断误差估计。

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Truncation errors are considered for approximate differential operators with a class of particle methods. Introducing sufficient conditions for the weight function and a regularity of the family of discrete parameters leads to truncation error estimates of approximate gradient and Laplace operators with a particle method based on the Voronoi decomposition. Moreover, some numerical results agree well with theoretical ones.
机译:对于带有一类粒子方法的近似微分算子,考虑了截断误差。为权重函数和离散参数族的规则性引入足够的条件,将导致基于基于Voronoi分解的粒子方法对近似梯度和Laplace算子的截断误差估计。而且,一些数值结果与理论结果吻合良好。

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