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Euler-backward-difference-scheme
欧拉向后差分格式的程序文件，可直接调用，在科学计算中有很重要的应用.(Euler backward difference scheme of program files can be called directly,which have important applications in scientific computing.)
- 2015-12-22 11:13:05下载
- 积分：1
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Simple
求解速度压力耦合的Simple半隐式迭代方法，该方法在计算流体动力学中应用极为广泛(To solve the pressure velocity coupling Simple semi-implicit iterative method, the method applied in the Computational Fluid Dynamics an extremely wide range of)
- 2021-01-05 09:08:54下载
- 积分：1
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ToolboxRegistration
迭代算法用在曲面，曲线拟合，很好的一个算法(The iterative algorithm used in the surface, curve fitting, a good algorithm)
- 2020-12-01 19:59:26下载
- 积分：1
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迭代法估计Beta分布参数
求概率分布函数的参数方法 采用迭代法估计Beta分布的分布参数，(Estimation of distribution parameters of Beta distribution by iterative method)
- 2018-04-19 09:01:14下载
- 积分：1
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bp.example
采用动量梯度下降算法训练BP网络，采用两种训练方法，即 L-M 优化算法（trainlm）和贝叶斯正则化算法（trainbr），用以训练 BP 网络(Gradient descent algorithm using momentum BP network training, using two training methods, namely, LM optimization algorithm (trainlm) and Bayesian regularization algorithm (trainbr), to facilitate the training of BP network)
- 2009-01-18 20:49:24下载
- 积分：1
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Computational-multibody-dynamics
研究生动力学课程，计算多体动力学课程，
学习起来有点难度，如果有兴趣就看看吧(Graduate dynamics course)
- 2016-03-18 20:36:34下载
- 积分：1
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repeated-measures-ANOVA
用MATLAB实现单因素/两因素重复测量方差分析，自带工具包中只有非重复测量的方差分析函数ANOVA。anova_rm实现单因素；rm_anova2实现两因素( function stats = rm_anova2(Y,S,F1,F2,FACTNAMES) Two-factor, within-subject repeated measures ANOVA.For designs with two within-subject factors.
function [p, table] = anova_rm(X, displayopt)Single factor, repeated measures ANOVA.)
- 2021-01-26 17:58:37下载
- 积分：1
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mg01
用多重网格方法求解泊松方程，偏微分方程求解(use multigrid method to solve poisson equation, pde solver)
- 2009-11-10 21:45:00下载
- 积分：1
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circfit
基于最小二乘估计的圆心拟合，可计算出圆心坐标及半径(Estimates based on least squares fitting of the center of a circle, calculate the center coordinates and radius)
- 2008-05-09 08:58:26下载
- 积分：1
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istft
说明： 短时傅里叶变换及短时傅里叶反变换的实现，简单可用(The realization of short-time Fourier transform and short-time Fourier inverse transform is simple and available)
- 2019-12-03 20:30:24下载
- 积分：1
