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adms4
- 用Admas四阶预估-校正算法的PECE模式求下列初值问题的数值解，步长h=0.1。-with Adams estimated four bands - correction algorithm PECE following initial model for the numerical solution of the problem, Step-h = 0.1.
diedaisuanfa
- 解线性方程组的Jacobi,Gauss_Seidel,SOR迭代，以及四级四阶Runge_Kutta方法，Adams预估校正算法
4阶Adams预估-校正算法
- 4阶Adams预估-校正算法-Adams estimated four bands - correction algorithm
4阶Adams预估-校正算法
- 4阶Adams预估-校正算法-Adams estimated four bands- correction algorithm
adms4
- 用Admas四阶预估-校正算法的PECE模式求下列初值问题的数值解，步长h=0.1。-with Adams estimated four bands- correction algorithm PECE following initial model for the numerical solution of the problem, Step-h = 0.1.
diedaisuanfa
- 解线性方程组的Jacobi,Gauss_Seidel,SOR迭代，以及四级四阶Runge_Kutta方法，Adams预估校正算法-Solution of linear equations of Jacobi, Gauss_Seidel, SOR iteration, as well as Runge_Kutta four fourth-order method, Adams forecast correction algorithm
ADAMS_VARIABLE_STEP-SIZE_PREDICTOR-CORRECTOR_ALGOR
- 本程序时用来求解常微分方程的Adams 变步长预估校正算法-The procedure used to solve ordinary differential equations of the variable step-size Adams predictor-corrector algorithm
ode
- 常微分方程的数值解法 包括RUNGE-KUTTA方法 Adams预估——校正算法 和MATLAB自带的ODE45解法-Numerical solution of ordinary differential equations including the method of Adams RUNGE-KUTTA predictor- corrector algorithm and ODE45
预估校正
- 陈系统的算法 用预估校正方法验证混沌性
FOLY
- 基于预估校算法的分数阶混沌系统的Lyapunvo指数计算程序(Lyapunvo exponent calculation program for fractional order chaotic systems based on predictor algorithm)
lianxuchaoliu
- 连续潮流：又称为延拓潮流，是电力系统电压稳定性分析的有力工具，它通过在常规潮流基础上引入一个负荷增长系数来克服雅可比矩阵奇异，从而克服接近稳定极限运行状态时的收敛问题，解决了常规潮流在崩溃点外无解和在崩溃点附近不能可靠收敛的问题。连续潮流法是从初始稳定工作点开始，随着负荷缓慢变化，沿相应的PV曲线对下一工作点进行预估、校正，直至勾勒出完整的PV曲线。(Continuous flow: also known as the continua