1.
Study on Choosing Distribution Center Location Base on 0-1 Integer Programming
基于0-1型整数规划的配送中心选址
2.
The Optimizing Model of the Redeposit Direction--The Special 0-1 Linear Integer Programming Problem;
转库流向优化模型——特殊0-1线性整数规划问题
3.
Lingo Language in the Logistics Distribution Center Location
LINGO语言与0-1混合整数规划选址模型的再结合
4.
Based on Triple-stranded DNA 0-1 Integer Programming;
基于三链DNA结构的0-1整数规划
5.
The thesis uses 0-1 integer linear programming to construct algorithm-hardware mapping models.
论文运用运筹学中的0-1整数规划方法建立算法-硬件映射模型。
6.
0-1 Integer Programming Model and Its Application for Recruitment of Employees
0-1整数规划模型及其在企业员工招聘中的应用
7.
Combinatorial Heuristic Search for 0-1 Integer Linear Programming;
0-1整数线性规划的一种组合直接搜寻法
8.
A 0-1 Integer Programming Based Approach for Global Data Distribution
一种基于0-1整数规划的全局数据分布优化方法
9.
To Study on Applying of Combining the AHP and 0-1 Integer Programming for Location of Retail Place in Logistic System;
AHP和0-1整数规划方法在物流系统零售点选址中的应用研究
10.
Research on Optimization of Allocation of Production Logistics Facilities Based on 0-1 Integer Programming
基于0-1整数规划的企业生产物流设施布置优化研究
11.
A-0-1 Programming Model for Optimization on Public Transit Network
公共交通线网优化的0-1规划模型
12.
1. A tight semidefinite relaxation of the quadratically constrained quadratic -11 optimization problem is obtained, which improves several previous SDP relaxations in the literature.
1．提出了{-1，1}二次约束二次整数规划的强化半定规划松弛模型。
13.
Research on Hardware/Software Partitioning Method Using 0-1 Algorithm Based on Co-Design Model;
基于CDM模型的0-1规划软硬件划分方法的研究
14.
The Method of Milimum Sum of Part Coefficient for Solving the Problem of 0-1 Linear Programming;
解0-1线性规划问题的最小部分系数和法
15.
The Multiobjective 0 1 Programming of Transportati on Investment with Fuzzy Coefficient;
具有模糊系数的运输投资多目标0-1规划研究
16.
We give a 0-1 programming model of the advertise for the public officials in ordinary circumstances.
给出了一般情况下公务员招聘的0-1规划模型。
17.
The DNA Computing Model of 0-1 Programming Problem and Timetable Problem;
0-1规划和排课表问题的DNA计算模型研究
18.
The 0-1 Programming Model of Optimal Scheduling in Enterprisire Cooperative Processing;
企业合作加工最优排序的0—1规划模型