冯康

在国内，我国数学家冯康在特定的环境中独立于西方提出了有限元法。

In China , Feng Kang invented finite element method independently .

所以，对冯康院士的研究对于我们今天的数学教育、人才培养具有重要的启迪意义。

Therefore , it is an important inspiration that study for Feng Kang to today 's mathematics education , personnel training .

通过这些贡献的学习研究可以说冯康的经历是培养应用数学家的最理想的方式。

Through the study of these contributions can be said of the experience of Feng Kang is the best way to train mathematicians .

将冯康和余德浩提出的自然边界归化方法用于研究一类半线性椭圆方程外区域问题，提出一种自然边界元与有限元的耦合算法。

The finite element method is combined with the natural boundary element method to study the weak solvability and Galerkin approximations of a class of semilinear exterior boundary value problems .

为了适应这一需要，我国计算数学的奠基人冯康院士首次在1984年系统地提出了能够保持哈密尔顿系统辛结构不变的辛几何算法。

Academician Kang Feng , the fou - nder of Chinese computational mathematics , put forward the symplectic geometric algorithm systemically which preserves symplectic structure of the Hamiltonian system in 1984 .

我国学者冯康、余德浩等首创自然边界元法，并已成功地研究了调和方程及双调和方程边值问题的自然边界归化方法。

FENG Kang , YU De-hao and some other scholars of our country are the first ones to create the natural boundary element method ( NBEM ), and they have successfully studied the natural boundary reduction method for the boundary value problems of harmonic equation and biharmonic equation .