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1)  bits string representation
位串表示
1.
In solving the performance bottle-neck problem of ILP technique using genetic algorithm, the key is how to code first-order rule as the bits string that genetic algorithm can handle, a new bits string representation of first-order rules applied in genetic algorithm has been presented.
提出了一种新的用于遗传算法(GA)的一阶规则位串表示法。
2)  serial representation
串行表示
3)  substring notation
子串表示法
4)  multiepitopes string
多表位串联
5)  bit representations
位表示
1.
A new approach to discover function dependencies is presented based on bit representations by using information granules in information systems.
提出了一种利用信息颗粒的位表示(bitrepresentations)来分析信息系统函数依赖的新方法。
6)  commutator representation
换位表示
1.
Then through resolving a key equation, the commutator representation of this hierachy of the Heisenberg equation is obtained.
考虑Heisenberg 自旋链,利用谱梯度方法,首先给出Heisenberg 谱问题的算子对,由此获得Heisenberg 方程族,接下来通过求解一个关键性算子方程,得到Heisenberg 方程族的换位表示。
2.
Then through resolving a key operator equation, we obtain the commutator representation of this hierarchy of the soliton equations.
之后,通过求解一个关键性算子方程,得到此类孤子方程族的换位表
3.
The framework of the commutator representation for continuous soliton hierarchies is developed and applied to the discrete soliton case such as the Toda hierarchy.
连续型孤子族的换位表示的框架被扩展并且应用到离散的孤子系统-Toda族。
补充资料:寄杜位(顷者与位同在故严尚书幕)
【诗文】:
寒日经檐短,穷猿失木悲。峡中为客恨,江上忆君时。
天地身何在,风尘病敢辞。封书两行泪,沾洒裛新诗。



【注释】:



【出处】:
全唐诗:卷231_57
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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