粒子群

无线通信多输入多输出(MIMO)系统的仿真程序。包括程序解释和源代码。-wireless communications multiple-input multiple-output (MIMO) systems simulation program. The procedures and explain the source code.

simple program for understanding graph and other examples rekating to it in matlab

this program will help you to perform LDA and PCA signal processing tools for classifing

matlab基础入门以及基础应用。全英文版的文档。(matlab user s guide)

qpsk 的调制模式的模拟 分别在AWGN和rayleigh 两种情况下的ber 性能(qpsk modulation mode simulation of the ber performance in AWGN and rayleigh two kinds of circumstances)

mimo2x2天线选择系统的全系统matlab程序,先前的是dsp程序.(Antenna Selection mimo2x2 system matlab system-wide procedures, the previous procedure is dsp.)

利用增加一个角度来调整地球旋转的变化，利用这个参数，可以绘制看起来是旋转的地球(The use of an additional angle to adjust the changes in the Earth' s rotation, using this parameter, you can draw the Earth' s rotation appears to)

simulation of Angle modulation (FM & PM)

L-M神经网络在matlab开发环境中的实现实例，有利于初学者学习与掌握(L-M neural network in the matlab environment development to achieve the example, be helpful for beginners to learn and master)

为了最大限度地减少能源采集充电通信系统传输完成时间，各 传输调度方案已被提出。然而，他们并没有考虑这个问题，其中一个发射器可能会失败 之前完成传输。为广播与能量收集解决这个问题，传输调度 切换发射器进行了研究。在广播通信系统中包括两个发射器和两个用户。该 发射器获取能量和独立工作交替进行。传输调度问题转化为 最小化传输的完成时间，在能量的因果关系的约束，数据传输的限制，而 发射器的开关约束。发射器的开关被证明发射机不应该停止传输解决 之前切换到其他发射器和切换阈值应当是零。然后，一个最佳的发送策略是 基于对速度区域和发射器的开关机制，早期的作品提出。建议的最佳传输 政策可以达到更大的速度比区域若干种次优的传输策略。( To minimise transmission completion time in energy-harvesting rechargeable communication systems, various transmission scheduling schemes have been proposed. However, they did not consider the issue where a transmitter may fail before completing the transmission. To resolve this issue, transmission scheduling for broadcasting with energy-harvesting switching transmitters is studied. The broadcasting communication system consists of two transmitters and two users. The transmitters harvest energy independently and work alternately. The transmission scheduling problem is formulated as minimising the transmission completion time, under the energy causality constraint, the data transmission constraint, and the transmitter switching constraint. Transmitter switching is addressed by proving that a transmitter should not stop transmission before switching to the other transmitter and the switching threshold should be zero. Then, an optimal transmission policy is proposed based on earl)