求解过程

The program is a simulation algorithm is a simple mathematical formula for the solution to achieve process.

该程序是一个模拟算法程序，是对一个简单的数学公式的求解实现过程。

We analyze the method of setting up matrix and the solution in the different conditions.

在建模过程中分析了配送中心配送资源在不同情况下模型建立与求解方法。

In this thesis, the location algorithm is particularly introduced, which uses the POWELL algorithms to solve the transformation of matrix.

文中详细地介绍了定位算法的实现过程，采用POWELL方法对坐标转换矩阵进行了求解。

It was proposed in this paper that the method combined Neural Networks with Maximum Likelihood method was used to solve this inverse problem. It solved the problem of local minima during iteration process, and also improved the precision of estimation.

本文提出了神经网络与极大似然估计相结合的方法，解决了求解上述反演问题中迭代过程发散和陷入局部最优的问题，并且得到了较高的估计精度。

Optimal operation of this process was determined by the continuous maximum principle.

运用连续最大值原理，求解并确定了过程的最优操作策略。

The use of greedy algorithm programming, minimum spanning tree problem solving, and gives details of the process!

详细说明：使用贪心算法编程，求解最小生成树问题，并给出详细的过程！

The principle and solution are describled in detail for the model with mixed strategy combined with Genetic algorithms and the heuristic rules.

针对并行任务执行的资源优化配置和调度，建立该问题的数学模型，详细阐述了遗传算法结合启发式调度规则的混合策略对该模型的求解原理和过程。

We present an inverse method based on Tikhonov regularization theory. A regularized functional is established and regularization parameters are deduced with Arcangeli criterion and Morozov discrepancy principle. The functional is solved by sensitivity coefficients and Newton-Raphson iteration method.

充分考虑非线性瞬态热传导过程测温数据的误差特点，根据Tikhonov正则化理论，构造合适的正则化泛函，利用Arcangeli准则和Morozov偏差原理确定正则参数，采用灵敏度系数和Newton-Raphson迭代法求解该泛函。

This paper analysis the traffic network flow equilibrium problem based on the UE theory.

目前城市交通的紧张状况要求在现有的公路设施和网络条件下，做好城市运输路径规划和交通流调控，解决交通网络堵塞这一难题，具有非常重要的现实意义论文对基于UE平衡理论的交通流均衡分配问题进行了深入的分析，并模拟电路系统理论设计了求解城市道路交通平衡交通流的有效方法，旨在对交通网络流平衡问题进行研究，寻求网络达到平衡时的各支路网络流，据此对交通出行路径选择过程进行模拟，从而对城市交通状况进行分析、预测，对网络车流进行调控管理，尽量使网络车流量达到平衡状态，从而降低车辆出行成本，对提高道路网络运载效率具有重要的理论与实际意义。

The displacement of each strip is interpolated in nodal line displacements.Then the problem is east into ODLS problem by variational principle,and solved byNDTFM.

将位移离散模型代入问题的变分关系中，通过积分、变分等过程将问题转化为一个一维问题，这样就可以应用数值传递函数求解。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。