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fminunc,fminsearch, optimset, inlinee xitflag
Update : 2008-10-13 Size : 33.29kb Publisher : 呵呵

fminunc,fminsearch, optimset, inlinee xitflag-fminunc, fminsearch, optimset, inlinee xitflag
Update : 2025-02-19 Size : 33kb Publisher : 呵呵

求函数极小值,适用于不带约束的、函数可以为非线性的无约束规划问题的求解-Demand function is minimum applicable to non-binding, the function can be non-binding for the non-linear programming problem solving
Update : 2025-02-19 Size : 5kb Publisher : wang

1st FIR filter is given and wee need to find 2nd FIR filter that meet magnitude complementary criterion. fminsearch is used for error minimization.
Update : 2025-02-19 Size : 2kb Publisher : Karthi

Fminsearch不承认的约束限制。 不过简单的转换方法存在 转换成一个绑定的约束问题 无约束问题。 Fminsearchbnd用于酷似fminsearch, 除了边界应用到变量。 应用于国内的界限,利用 改造中的变量。 (二次型 单式,双罪恶界(十)。) 具有包容性的不平等的界限,它承认 边界值本身,但不准 在所有函数之外的范围评估。 请注意,fminsearchbnd允许用户准确地固定在某个给定值通过设置一个变量的确切范围相同的值。 -Fminsearch does not admit bound constraints. However simple transformation methods exist to convert a bound constrained problem into an unconstrained problem. Fminsearchbnd is used exactly like fminsearch, except that bounds are applied to the variables. The bounds are applied internally, using a transformation of the variables. (Quadratic for single bounds, sin(x) for dual bounds.) The bounds are inclusive inequalities, which admit the boundary values themselves, but will not permit ANY function evaluations outside the bounds. Note that fminsearchbnd allows the user to exactly fix a variable at some given value, by setting both bounds to the exact same value.
Update : 2025-02-19 Size : 12kb Publisher : driiawrl

Fminsearch不承认的约束限制。 不过简单的转换方法存在 转换成一个绑定的约束问题 无约束问题。 Fminsearchbnd用于酷似fminsearch, 除了边界应用到变量。 应用于国内的界限,利用 改造中的变量。 (二次型 单式,双罪恶界(十)。) 具有包容性的不平等的界限,它承认 边界值本身,但不准 在所有函数之外的范围评估。 请注意,fminsearchbnd允许用户准确地固定在某个给定值通过设置一个变量的确切范围相同的值。-Fminsearch does not admit bound constraints. However simple transformation methods exist to convert a bound constrained problem into an unconstrained problem. Fminsearchbnd is used exactly like fminsearch, except that bounds are applied to the variables. The bounds are applied internally, using a transformation of the variables. (Quadratic for single bounds, sin(x) for dual bounds.) The bounds are inclusive inequalities, which admit the boundary values themselves, but will not permit ANY function evaluations outside the bounds. Note that fminsearchbnd allows the user to exactly fix a variable at some given value, by setting both bounds to the exact same value.
Update : 2025-02-19 Size : 12kb Publisher : zzskzcau

基于互信息的模板匹配算法,最后通过fminsearch函数寻找全局最小值,以此达到互信息最大,可以对旋转的模板进行比较精确的匹配-rotation template matching using correlation of information,this method can get the precise result
Update : 2025-02-19 Size : 1kb Publisher : 王光

基于Matlab的PID参数最优化设计(fminsearch单纯形法)-Matlab-based design of PID parameter optimization (fminsearch simplex method)
Update : 2025-02-19 Size : 7kb Publisher : linjiming

matlab最小二乘原理下的曲线拟合方法汇总:polyfit函数、“\”命令、fminsearch函数、nlinfit函数。附上一个具体的例子:1900-2000年的总人口情况的曲线拟合。-matlab principle of least squares curve fitting method Summary: polyfit function, " \" command, fminsearch a function, nlinfit function. Attach a specific example from 1900 to 2000, the total population of the curve fitting.
Update : 2025-02-19 Size : 26kb Publisher : 中士

Fminsearch does not admit bound constraints. However simple transformation methods exist to convert a bound constrained problem into an unconstrained problem.
Update : 2025-02-19 Size : 20kb Publisher : Karthi

Get Transfer Fucntion of System using fminsearch
Update : 2025-02-19 Size : 115kb Publisher : Luis_AM3C

微分方程参数识别,使用模拟退火,全局算法、fminsearch等方法的源代码-differential equation parameter identification using gloal serach method
Update : 2025-02-19 Size : 29kb Publisher : 韦小刚

对冷却器进行最优设计,采用Nelder-Mead单存形函数fminsearch()进行优化-To the optimal design of the cooler, the shape function on Nelder Mead- save fminsearch () optimization
Update : 2025-02-19 Size : 1kb Publisher : 刘云

Adaptive PID Controller with classical Ziegler-Nichols (ZN) method and classical Local optimization algorithms (FMinSearch) method
Update : 2025-02-19 Size : 2kb Publisher : hamid
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