1) mathematical programming about 0-1 discrete variables
0-1离散变量数学规划
2) 0-1 integer programming mathematical model
0-1整数规划数学模型
1.
For the problem of 0-1 integer programming mathematical model of commercial banks more branches optimal layout under the conditions of resource limitations,a solving method based on genetic algorithm is proposed.
文章针对资源限制条件下的商业银行多点布局优选的0-1整数规划数学模型,提出基于遗传算法的求解方法。
3) 0-1 integer programming
0-1整数规划
1.
New method for solving a kind of 0-1 integer programming problem——Chaotic searching algorithm;
求解一类0-1整数规划问题的新方法——混沌搜索算法
2.
Optimization design of high-strength bolts connection based on 0-1 integer programming;
基于0-1整数规划的高强螺栓连接优化设计
3.
This paper formulates the satellite imaging scheduling problem as a 0-1 integer programming model,which is NP complete.
建立了卫星成像调度问题的0-1整数规划模型,该问题具有NP完全特性。
4) 0-1 integral programming
0-1型整数规划
1.
Considering the given missiles and special operation intention, the author builds a mathematical model by 0-1 integral programming to determine which targets should be prior to hit.
针对给定弹量和特定作战意图对打击目标进行优化选择问题,运用0-1型整数规划,建立合理的数学模型并确定最优打击目标。
5) 0～1 integral programming
0～1整数规划
补充资料：离散变量
离散变量的数值都是以整数值断开的，如人数、工厂数、机器台数等，都只能按
整数算，不可能有小数。离散变量的数值只能用计数的方法取得。
整数算，不可能有小数。离散变量的数值只能用计数的方法取得。
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