搜索资源列表
LMS.rar
- 用于计算最小均方误差的代码，包含了归一化的uniform函数,Used to calculate the minimum mean square error of the code, including the normalization of the uniform function
P-Q
- 计算电力系统潮流的程序,非常通用.便于修改.在一定误差范围内也可以计算配网潮流-P-Q power flow algorithm
UnwellLineEquSet-matlab
- 病态线性方程组的计算题，涉及Gauss消元法、雅可比迭代法、高斯-赛德尔迭代法、最速下降法和共轭梯度法。每一个方法，都编写一个m文件，封装成函数的形式。然后通过总的HilbLineEquSet.m文件来调用执行，画出误差曲线图，得到运行结果。总的Matlab程序流程，如下所示： 病态方程组的计算包括：HilbLineEquSet.m、gauss.m、jacobi.m、gauss_seidel.m、fastest_descend.m和conjugated_grad.m六个文件。 程序执行结
stepr
- 画出系统的阶跃响应曲线，计算系统的上升时间，调节时间，超调量，稳态误差-drawing the system s step response and comput its adjusting time \stastical error
shuzhishiyan
- 两个数值实验的matlab编程实现。题目分别1是利用循环语句，计算数列根号5 ，根号下根号5 ，根号下根号下根号5…的极限，要求误差小于 10负8次方。 2利用级数pi=1-1/3+1/5-1/7+...可计算出无理数pi的近似值-Two numerical experiments matlab programming. Title 1 is the use of loop were calculated series roots and 5, roots and root number und
BP
- 神经网络的计算，包括训练和测试两部分，利用的是最小均方误差算法。-Nerual network calculation,including training and working part,utilizing MMSE algorithm.
Calculation-of-Special-Functions
- 特殊函数计算 gamafun 用逼近法计算伽玛函数的值 lngama 用Lanczos算法计算伽玛函数的自然对数值 Beta 用伽玛函数计算贝塔函数的值 gamap 用逼近法计算不完全伽玛函数的值 betap 用逼近法计算不完全贝塔函数的值 bessel 用逼近法计算伽玛函数的值 bessel2 用逼近法计算第二类整数阶贝塞尔函数值 besselm 用逼近法计算变型的第一类整数阶贝塞尔函数值 besselm2 用逼近法计算变型的第二类整数阶贝塞尔函数值 E
cmac
- 利用CMAC神经网络实现无限逼近sin函数并计算误差实现误差的可视化-CMAC neural network to achieve unlimited approximation sin function and calculate error error visualization
example5_5
- 卡尔曼滤波估计速度，位置 以及计算 误差-kalman filter to estimate the state of Van der pol s
aqcciuvi
- 隐马尔可夫链模型和例程（包括前向、YolJZxb后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数ziyQrUe运算程序）-Hidden Markov chain model and routines (including forward, backward YolJZxb algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
avhutdqv
- 隐马尔可夫链模型和例程（包括前向、YiDYfFw后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数BOWvzEE运算程序）-Hidden Markov chain model and routines (including forward, backward YiDYfFw algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
bpgrnnhs
- 隐马尔可夫链模型和例程（包括前向、TFpuwXI后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数pSAIzgD运算程序）-Hidden Markov chain model and routines (including forward, backward TFpuwXI algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
bqaiwqfs
- 隐马尔可夫链模型和例程（包括前向、TSQRfrv后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数PgfZsut运算程序）-Hidden Markov chain model and routines (including forward, backward TSQRfrv algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
byinhmwa
- 隐马尔可夫链模型和例程（包括前向、jASLLYg后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数saWeYvm运算程序）-Hidden Markov chain model and routines (including forward, backward jASLLYg algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
dffukpcp
- 隐马尔可夫链模型和例程（包括前向、oqyJnHa后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数qkGBAGL运算程序）-Hidden Markov chain model and routines (including forward, backward oqyJnHa algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
esdturvc
- 隐马尔可夫链模型和例程（包括前向、eujAtoO后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数ZvvRQWk运算程序）-Hidden Markov chain model and routines (including forward, backward eujAtoO algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
eteqtsxk
- 隐马尔可夫链模型和例程（包括前向、irqosuj后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数peuWbUq运算程序）-Hidden Markov chain model and routines (including forward, backward irqosuj algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
ezzynkes
- 隐马尔可夫链模型和例程（包括前向、Zhibwiq后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数syRVIBw运算程序）-Hidden Markov chain model and routines (including forward, backward Zhibwiq algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
fdkujzpi
- 隐马尔可夫链模型和例程（包括前向、OSGhQgE后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数fwJBSYA运算程序）-Hidden Markov chain model and routines (including forward, backward OSGhQgE algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th
geuvuwid
- 隐马尔可夫链模型和例程（包括前向、qSoSUHD后向算法、Viterbi解码以及为了减少概率数值计算误差编写的对数XyoHJMl运算程序）-Hidden Markov chain model and routines (including forward, backward qSoSUHD algorithm, Viterbi decoding, and in order to reduce the probability of numerical computation error of th