aulaSegv0

求双矩阵博弈的Nash平衡点，可以避免产生死循环。(Demand pairs of the Nash equilibrium point bimatrix game, can minimize the infinite loop.)

说明：  信号带宽30MHz,输入采样率96MHz,输出采样率32MHz，抽取倍数为3的数字下变频DDC的Matlab仿真程序(Signal bandwidth of 30MHz, the input sample rate of 96MHz, the output sampling rate of 32MHz, extracted 3 times DDC DDC in the Matlab simulation program)

histogram of an image for image restoration

本资料包含了系统的matlab建模用算法(This information includes system modeling with matlab algorithm)

说明：  运用matlab编写变分不等式程序求解供应链网络问题。(Matlab prepared using procedures for solving variational inequalities supply chain network problems.)

matlab的基本教学源码，虽然简单但是浅显易懂。(matlab source code of the basic teaching, although a simple but easy to understand.)

几何纠正论文集合，供参考，供参考供参考供参考(Collection of geometric correction paper, for reference, for reference for information for reference)

说明：  Simulation of MTPA-based FOC for PMSM

扩散系统之浓度分布的装置。管中储放静止液体B，高度为L=10 ㎝，放置于充满A 气体的 环境中。假设与B 液体接触面之浓度为3 C 0 0.01mol m A = ，且此浓度不随时间改变 而改变，即在操作时间内( h = 10天)维持定值。气体A 在液体B 中之扩散系数为 D m s AB = 2×10− 9 2 。试决定以下两种情况下，气体A溶于液体B中之流通量(flux)。 (a) A 与B 不发生反应； (b) A 与B 发生以下之反应 A+ B→C ， A A − r = kC 其反应速率常数k = 2×10− 7 s− 1。 (Diffusion system of concentration reference device shown in Figure 3. Tube in the store still liquid B, L = 10 cm height, placed in full A gas environment. Assuming the contact surface of the liquid with the B concentration of 3 C 0 0.01mol m A =, and this concentration does not change with time and change, that is, the operating time (h = 10 days) to maintain constant. Gas A in liquid B, the diffusion coefficient D ms AB = 2 × 10-9 2. Decided the following two test cases, the gas dissolved in liquid B in the A liquid (flux). (A) A and B do not react (b) A and B of the following reaction occurs A+ B → C, AA- r = kC, the reaction rate constant k = 2 × 10-7 s-1.)

Create a Monte Carlo simulation of random source of packets that are received and processed by a M/M/1 queue.(Create a Monte Carlo simulation of random source of packets that are received and processed by a M/M/1 queue.)