他的模式是以 Renfrey 的波茨，所述近端 1951年博士论文模型的名字命名的。模型与相关的。

distance relay- finds impedance value of transmission line

一个倒立摆的控制方法，其中包括了简单控制和状态复杂控制方案。(An inverted pendulum control methods, including the simple control and state complex control scheme. )

该程序用于计算信号去噪后的指标（平滑度、信噪比等）(The program is used to calculate the signal de-noising index (smoothness, signal to noise ratio, etc.))

我们提出了一种从单一图片去除运动模糊的算法。我们的方法在去模糊图像的计算过程中，对于卷积核的估计和清晰图像，采用统一的概率模型。我们分析了当前去模糊方法中通常存在的人工痕迹的产生原因，而后在我们的概率模型中引入了一些新的术语。这些术语包括模糊图像噪声的空域随机模型，还有新的局部平滑先验知识。通过对比度约束，即使是低对比的模糊图像，也能减少人工振铃效应。最后，我们描述了一种有效的优化方案，通过交替估计模糊核和清晰图像的复原过程直到收敛。经过这些步骤，我们能够在一个低的计算复杂度的时间内获得一个高质量的清晰图像。我们的方法生成的图像质量相当于用多张模糊图片生成的清晰图片的效果，而后者的方法需要额外的硬件资源。

这时用matlab编写的复杂网络的程序。里面有三个文件。分别是ba模型及子程序，以及小世界模型的源代码(At this time written in complex networks using matlab programs. Inside there are three files. Are ba model and subroutines, as well as small-world model of the source code)

说明：  电磁信号在海底传输是的特征和光线曲线图分析，发生延时及损耗等特点都一一分析。(Electromagnetic signal is transmitted in the characteristics of the seabed and light curve analysis, the occurrence of features such as delay and loss analysis of all 11.)

说明：  FCM聚类算法的MATLAB实现，使用m文件编程实现函数(This is the program about FCM.)

This circuit uses the AC6 block of SimPowerSystems™ library. It models a permanent magnet (PM) synchronous motor drive with a braking chopper for a 3HP motor. The PM synchronous motor is fed by a PWM voltage source inverter, which is built using a Universal Bridge Block. The speed control loop uses a PI regulator to produce the flux and torque references for the vector control block. The vector control block computes the three reference motor line currents corresponding to the flux and torque references and then feeds the motor with these currents using a three-phase current regulator.

参考《Multiple Object Tracker Using K-Shortest Paths》实现的代码，使用K最短路径实现多目标追踪功能。(Reference " Multiple Object Tracker Using K-Shortest Paths" to achieve code, use the shortest path K multi-target tracking capabilities.)

采用能量等值法计算骨架曲线的屈服荷载及位移等(Calculating yield load and displacement of skeleton curve by energy equivalent method)