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1)  the positional method
有向化方法
1.
The authors discussed the positional method in mathematics and its function on Chinese ancient siyuanshu, The arrange in positional order of siyuan rod_arithmetic model lays a foundation on the mechanization of its soluble procedure, and Zhushijie s siyuan solution suits the needs of the Chinese mathematical mechanization, which is of great value to the realization of mathematical mechanization.
讨论数学中的有向化方法对中国古代四元术的意义及其作用,四元筹式的有向化布列奠定了四元消法程序机械化实施的基础,朱世杰的四元消法适应了我国古算机械化的需要,对推行数学机械化有重要意
2)  directional ordering
方向有序化
1.
By means of the analysis of crystalline structure and verification of experimental data, a hypothesis is proposed: under the action of applied magneic fields, the directional ordering of the atomic pairs will produce a induced magnetic anisotropy and disappear the structure of crystals.
通过对晶体结构分析和实验验证,提出了一种假设:在外磁场作用下,产生了原子对的方向有序化,导致感生磁各向异性,并使晶体织构消失。
3)  alternant direction finite element method
交替方向有限元方法
4)  isotropicalized process
各向同性化方法
5)  ODR method
逆向重整化方法
6)  bidirectional squarified algorithm
双向正方化算法
补充资料:向化
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