资源列表
ofdm
- 实现了在不同信道下，ofdm性能的对比，有cp无cp，有没有均衡-Achieve a different channel ofdm performance comparison, there is no cp. Cp, there is no equilibrium
the-source-code-of-mazon.o
- 利用调和级数的性质推导出中继系统的性能公式并进行仿真，是mazon.o的经典论文的源程序！-The nature of the harmonic series , deduced the formula of the performance of the relay system and simulation , is the source of the classic papers of mazon.o
bvp2
- 运用有限差分方法求解二阶边值问题，x" + a1*x’ + a0*x = u with x(t0) = x0, x(tf) = xf-solve BVP2 by the finite difference method
mtl_ode_sim_shootingmethod
- 运用打靶法求解二阶边值问题。 A1*d/dx(dy/dx) + A2*dy/dx + A3*y + A4 = 0-To illustrate the use of Runge-Kutta method in the Shooting method as applied to a function of the user s choosing.
Bifurcation-paper
- 运用dde23求解时滞微分方程的，时程曲线和分岔程序。-Solve the delay differention equation using dde23.
FHPDSPCDMAPFSKPGOLD
- CDMA编码的代码,跳频扩频的代码以及直接序列扩频的代码，以及GOLD码产生-CDMA coding ,FH Spread spectrum and DS Spread spectrum
exer1
- Automatic integration of functional differential equations: an approach, ACM TOMS, 1 (1975) 357-368.一文中的时滞微分方程求解程序。-Example 1 of K.W. Neves, Automatic integration of functional differential equations: an approach, ACM TOMS, 1 (1975) 357-368.
bvp2_shoot
- 运用打靶法求解二阶边值问题。BVP2: [x1,x2]’ = f(t,x1,x2) with x1(t0) = x0, x1(tf) = xf-solve BVP2 by the shooting method
basicbi
- 随机共振 用随机共振方法检测微弱信号，观察奇倍频现象-Stochastic resonance
SR--matlab
- 随机共振 随机共振系统的Matlab代码 双稳态系统参数-Stochastic resonance
SVM-KM
- K-近邻支持向量机回归，工具箱，全程Matlab-K-Support Vector machine Matlab， This function process the SVM regression model using a linear epsilon insensitive cost
HS
- 改进的HS算法,使用3*3加权平均模板，可以提高光流计算精度。-Improved HS arithmetic