提出了对应于该式的校正公式,它有较高的代数精度。
The corrected formula is presented, which has a fairly high algebraic accuracy.
在指标计算中,高斯积分法以其代数精度高经常受到人们的青睐。
Gauss Integral method is populated due to its high algebraic accuracy in index calculation.
借助降维展开公式,我们对积分构造出具有代数精度的边界型求积公式。
By using the lowering dimensionality expansions, we construct boundary type cubature formulas with the algebraic precision for integrals.
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