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计算方法-二次拟合曲线-物质浓度
适合一般大学2年级学生学习或编程练习用。-calculation - quadratic curve-concentration material suitable for general university two-year students learning or practicing with programming.
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1、输入一元二次方程的系数,求方程的解
2,编程求1!+2!+3!+ … +15!
3.编程求“水仙花数”。 -1, enter a Quadratic equation coefficients, the solution of Equation 2, the programming seeking a!+2!+3!+ ...+15! 3. Programming to strive for " a few daffodils."
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精通MATLAB最优化计算 配套光盘
本书的主要内容是应用MATLAB来解决最优化问题,通过将“最优化问题”、“MATLAB优化工具箱”和“MATLAB编程”这三方面有机结合进行讲述,即一方面是使用工具箱来快速解决最优化问题,另一方面是通过算法编程深入解决最优化问题。主要包括MATLAB优化工具箱、无约束多维极值问题、约束优化问题、非线性最小二乘优化问题、线性规划、整数规划、二次规划、粒子群优化算法、遗传算法。
-The main contents of the book is the
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二次规划源码(精通matlab最优化计算第12章)-Quadratic programming source (proficient matlab optimization calculation Chapter 12)
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无约束一维极值/无约束多维极值/约束优化/非线性最小二乘优化/线性规划/整数规划/二次规划/遗传优化算法等对应的matlab程序-Unconstrained one-dimensional extremal/unconstrained multidimensional the pole/constrained optimization/nonlinear least squares optimization/linear programming/integer programming/Quadr
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用拉格朗日法求解等式约束的凸二次规划
用起作用集法求解不等式约束的凸二次规划
用路径跟踪法求解不等式约束的凸二次规划
-Lagrangian method for solving equality constraints convex quadratic programming work set method for solving inequality constraints convex quadratic programming path tracking method for
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二次规划是最优化理论中非常重要的内容之一,该文件夹内是二次规划经典算法的matlab源码。-Quadratic programming optimization theory is a very important element of the folder is the classic quadratic programming algorithm matlab source code.
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二次规划包This file is part of QuadProg++: a C++ library implementing
the algorithm of Goldfarb and Idnani for the solution of a (convex)
Quadratic Programming problem by means of an active-set dual method.-Quadprog++ 1.2.1
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二次规划问题,路径跟踪法,通过引入中心路径的概念求解问题-Quadratic programming problems, the path tracking method, by introducing the concept of the center path to solve the problem
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1)football.m简单地以阵列形式显示一副图;
2)pre.m是心音信号过滤归一化预处理的过程;
3)wavlet.m是用db6小波进行信号的分解和重构,且求包络能量函数;
4)path.m是利用KKT条件的路径跟踪法,用于求解二次规划问题;
5)LRmmse是MIMO通信中常用检测方法,结合了最小均方误差准则和格基规约的知识。-1) football.m simply displays a graph in an array
2) pre.m is the proc
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