1) C/K algorithm
C-K节约算法
2) C-W algorithm
C-W节约算法
1.
This paper researches the vehicle routing problem (VRP) in carrying packages, analyzes the limitation of C-W algorithm to solve VRP for carrying packages.
针对城市小件货物运送车辆调度优化方法进行了研究,分析了C-W节约算法在解决小件货物运送车辆调度问题的局限性。
3) Clark-Wright Saving Algorithm
C-W节约算法
1.
Research on Teaching Assistance System of TSP Based on Clark-Wright Saving Algorithm;
基于C-W节约算法的TSP教学辅助系统研究与设计
4) C-W saving heuristic algorithm
C-W节约启发式算法
5) C-W algorithm
节约算法
1.
On the basis of developing a mathematic model for VRP of non-full loads with time windows,the C-W(Clark-Wright) algorithm used in heuristic algorithm is improved with a new C-W algorithm proposed for the VRP of non-full loads with time windows.
在建立了带有时间窗的非满载的VRP问题的数学模型基础上,对启发式算法中的节约算法进行改进,设计出带时间窗的非满载的VRP问题的节约算法。
2.
The paper constructs C-W algorithm,which is tested by an example with 8 customers.
在算法上,构造了基于邻域搜索的节约算法,并对8客户算例,用该算法分别对冷藏配送模型与一般配送模型求解,由结果可知2个模型得出的最优路径不同,说明了研究易腐食品的配送问题的必要性。
6) saving algorithm
节约算法
1.
At the same time,the basic principle of the saving algorithm is described,and the question of VRP was resolved using better saving .
同时,论述了节约算法的基本原理并采用改进的节约算法对配载车辆调度问题进行求解,即在基本的节约算法中加入时间窗约束条件。
2.
A given numerical example is solved under the saving algorithm.
该模型以救援车辆的运输时间和在受灾点的救援时间最短为目的,利用节约算法对算例求解。
补充资料：节约
节省（多用于较大的范围）：增产～ㄧ～时间。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条