quasi-static problem

The Quasi-Conforming Element ( QCE) technique is introduced of constructing penalty finite element of Navier-Stokes Problem.

给出构造Navier－Stokes问题罚有限单元的拟协调元法。

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Then using these results and the scalarization method, we prove existence theorems for the new type of generalized vector quasi-equilibrium problem and a minimax theorem in G-convex spaces.

然后，利用这些结果和数值化方法，得到G-凸空间上这类广义向量拟均衡问题解的存在定理和一个极大极小定理。我们的结果推广了[7]，[12]和[18]中的一些已知结果。

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With great efficiency and reliability, the resulted algorithm presents the definition of quasi Lagrange function and simultaneously deals with the first order term of reduced QP problem with finite difference approach.

同时，在算法中引入拟拉格朗日函数的概念，用有限差分法综合处理简约QP问题目标函数的一次项系数，进一步提高了优化计算效率和求解的可靠性。

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The Quasi-Conforming Element ( QCE ) technique is introduced of constructing penalty finite element of Navier-Stokes Problem.

给出构造 Navier -Stokes问题罚有限单元的拟协调元法.

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