所运用的线性不等式组的一种旋转算法避免了通常处理二次规划问题所需的松弛变量、剩余变量和人工变量，操作简便、计算效率高。
The algorithm solves the quadric programming problem without adding slack, remaining and artificial variables while its efficiency is very high and it operates very easily.
本文探讨非线性指标- 3微分-代数系统的波形松弛算法所涉及的理论模型和具体算例的求解。
This paper discusses theoretical models and numerical experiments of waveform relaxation methods for solving nonlinear differential-algebraic systems of index-3.
DVE可以看作是PCA算法的非线性扩展，同时也可以看作是对MVU算法严格局部等距约束的松弛改进。
DVE can be viewed as the nonlinear counterpart of PCA, and also be viewed as a variant of MVU that relaxes the strict distance-preserving constraints.
DVE可以看作是PCA算法的非线性扩展，同时也可以看作是对MVU算法严格局部等距约束的松弛改进。
DVE can be viewed as the nonlinear counterpart of PCA, and also be viewed as a variant of MVU that relaxes the strict distance-preserving constraints.
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