We use network coding, i. e. , allowing intermediate nodes to code, the problem can be formulated as a linear program problem and has a polynomial-time solution.
利用网络编码，允许中间节点进行信息编码，最小能量广播问题可以转化为一个线性规划问题，并且具有一个多项式时间解。
It is intended to prove that the of the optimum displaying problems related with geometry data solution can be found in polynomial time, under certain condition.
证明在一定条件下，与地理相关数据的最优显示问题在多项式时间内可解。
This concept is the integration of identical parallel machine scheduling with flow shop scheduling. The solution to IFSP is a non- polynomial computation of time problem.
采用网络理论构造了平行流水作业的非连接图模型，提出了采用蚁群算法求解平行流水作业计划问题，以及求解过程中可行路径表的建立方法。
This concept is the integration of identical parallel machine scheduling with flow shop scheduling. The solution to IFSP is a non- polynomial computation of time problem.
采用网络理论构造了平行流水作业的非连接图模型，提出了采用蚁群算法求解平行流水作业计划问题，以及求解过程中可行路径表的建立方法。
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