本文介绍了利用对数微分性质计算相对误差的机理和优点。
The paper introduces the principle and advantages of accounting relative error with logarithmic differential attribute.
本文构造了广义线性互补问题的一个光滑价值函数，该函数具有良好的微分性质。
In this paper, a smooth merit function is constructed for general linear complementarity problem (GLCP), which possesses fine coercive property.
本文提出一种直接在点采样曲面上计算曲面的高斯曲率、平均曲率及主曲率等局部微分性质的方法。
An approach is proposed to estimate several differential properties, including Gaussian curvature, mean curvature and main curvature on point-sampled surfaces in presence of noise.
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