搜索资源列表
DFP
- dfp算法的matlab实现实例，源代码-dfp algorithm matlab implementation
fminunc
- 最快下降法求解无约束优化问题，f=10*(x(1)+x(2)-5)^2+(x(1)-x(2))^2 主程序dfp11.m如下： oldoptions=optimset( fminunc ) options=optimset(oldoptions, LargeScale , off ) 采用中型优化算法 options11=optimset(options, HessUpdate , dfp ) DFG法，混合二、三次插值 [x11,fval11,exitflag11,outp
xyz_elements
- matlab程序，实现卫星的两行轨道要素和位置速度矢量的互转，用于轨道动力学计算-matlab program to realize the satellite orbital elements and position of two lines of the velocity vector of the system conversion, calculated for the orbital dynamics
DFP
- DFP法，变尺度法，优化算法的一种，具有二次收敛性，若目标函数为二次正定函数，经有限步可达到极小点-DFP method, variable metric method, an algorithm with quadratic convergence, if the objective function is quadratic positive definite function can be achieved by the finite step minima
DFP
- 约束问题的DFP算法，关于牛顿法的一种改进-Constraints DFP algorithm, an improvement on Newton' s law
DFP
- 关于最优化理论中DFP算法的matlab实现的简单方法。-On optimization theory DFP algorithm matlab realize the easy way.
DFP-BFGS-0.618
- DFP,黄金分割点方法，BFGS方法matlab源代码用于求解无约束最优化问题-BFGS，DFP,0.618 method for solving unconstrained optimization problems
dfp
- 一种拟牛顿算法，非线性方程组的最优化方法，matlab调用函数-A Quasi Newton method of nonlinear equations, optimization methods, matlab function is called
Quasi-Newton
- 拟牛顿算法中的经典BFGS校正算法和DFP算法的matlab实验代码，broyden族算法的matlab程序。-Proposed Newton the classic algorithm the BFGS correction algorithm and DFP algorithm matlab experimental code, broyden family, algorithm matlab program.
zunewton-dfpdfp
- 实用最优化方法中的经典题目，包含DFP算法、共轭梯度法、内点法、阻尼牛顿法、最速下降法,都要求在matlab软件下执行，有正确结果输出。-The classical topics practical optimization method, including the DFP algorithm, conjugate gradient method, interior point method, damped Newton method, the steepest descent method,
DFP
- 研究生学习期间，优化方法课程中无约束线性规划的DFP的matlab程序-DFP matlab program
Newton
- 求解无约束最优化问题，Newton方法包括基本Newton法，拟Newton法等BFGS，DFP方法(Solving unconstrained optimization problems, Newton method)
Matlab optimization programming example
- 分别用最速下降法、FR共轭梯度法、DFP法和BFGS法求解一个典型数学优化问题。(A typical mathematical optimization problem is solved by steepest descent method, FR conjugate gradient method, DFP method and BFGS method respectively.)