Steg

本程序实现了kalman滤波和在坐标和速度上的误差计算(This procedure implements the kalman filter and the coordinates and speed of calculation errors)

some genetic algorithmes

定义一个描述电视的CTelevision类。类中包含电视品牌(p_brand，使 用指针类型)、当前频道(channel，一共500个频道)和当前音量(volume， 最大30)等数据成员。要求提供缺省以及带参构造函数，以及输出对象信息 方法。(A class definition television CTelevision description. Class contains TV brands (p_brand, so Pointer type), the current channel (channel, a total of 500 channels) and the current volume (volume, Maximum 30) and other data members. Requirements and provides a default constructor with parameters, and output object information Methods.)

Cyclic code programs using MATLAB software.

matlab数学建模 （李昕）清华大学出版社 全书附带源码(The Chinese book of "Matlab Mathematics Modelling" from Tsinghua University Press original code.)

运用matlab求解追赶曲线，绘出追赶和逃跑曲线图形。(Using matlab to solve catching curves, plot the curve to catch up, and escape graphics.)

三电平逆变器，可以帮助读者完成仿真任务，更方便的得到仿真波形(Three-level inverter, you can help the reader to complete the simulation tasks, and more convenient to get the simulation waveforms)

说明：  自己编的 利用隐式马尔科夫过程进行目标状态估计(Using implicit markov process to estimate target state )

In this project, we have designed and implemented a method to estimate the dual frequencies in sinusoids immersed in additive white Gaussian noise. The Cramér-Rao lower bound (CRLB) for the signal model and a nonlinear least square frequency estimator are derived. The estimator is evaluated by numerical examples.

A motion picture presents a continues phenomena as a sequence of frames. We perceive continuity by "filling in the gaps" and "smoothing out " the missing information. While faster motion requires more frames during a given time period, there is a point where more frames per second yield no further improvement. The "sampling speed" must be fast enough to allow "appropriate averaging of dead times between frames", but need not accommodate motion too fast to be seen by a human. The above description is somewhat analogous to sampling of audio signals. The sampling rate depends on how fast the signals vary (the highest frequency we hear). Nyquist showed that sampling frequency exceeding twice the audio bandwidth is sufficient to include all the signal information, preserving the finest details up to half the sampling rate